mielke-geometrodynamics: formula evidence

1767 rows

24 rows show a REFINEMENT below, not the OCR reading: 24 verified against the census. Each is marked [refined] beside its identifier. The model is unchanged — the original reading is still what `latex` holds; this report chose the refinement for them. Rows: mielke-geometrodynamics_FO0431, mielke-geometrodynamics_FO0437, mielke-geometrodynamics_FO0450, mielke-geometrodynamics_FO0464, mielke-geometrodynamics_FO0506, mielke-geometrodynamics_FO0571 …

Inline formulas (first occurrence) (1767)

The page, the confidence and the picture of an inline formula are its HOST LINE's --- a formula has none of its own. A line's confidence is not a formula's.

Identifier	Page	Conf.	LaTeX source	Rendered	Image
mielke-geometrodynamics_FO0001	7	1.000	A
mielke-geometrodynamics_FO0002	7	0.980	\operatorname{SL}(5, \mathbb{R})
mielke-geometrodynamics_FO0003	33	0.985	\mathbb{R}
mielke-geometrodynamics_FO0004	17	1.000	\beta
mielke-geometrodynamics_FO0005	17	0.965	\mathrm{W}^{ \pm}
mielke-geometrodynamics_FO0006	17	0.965	\mathrm{Z}^{\mathrm{o}}
mielke-geometrodynamics_FO0007	19	1.000	1 \times 10^{-12}
mielke-geometrodynamics_FO0008	20	1.000	\partial_{j}
mielke-geometrodynamics_FO0009	21	1.000	D_{j}:=\partial_{j}+i A_{j}
mielke-geometrodynamics_FO0010	21	1.000	A_{j}
mielke-geometrodynamics_FO0011	21	1.000	\psi \rightarrow \mathrm{e}^{\mathrm{i} \theta} \psi
mielke-geometrodynamics_FO0012	21	1.000	\psi
mielke-geometrodynamics_FO0013	21	1.000	A_{j} \rightarrow A_{j}-\partial_{j} \theta
mielke-geometrodynamics_FO0014	22	0.526	\mathrm{n}>4
mielke-geometrodynamics_FO0015	23	0.343	{ }^{+}
mielke-geometrodynamics_FO0016	23	0.343	\mathrm{A}_{2}, \mathrm{~K}^{*}(1420)
mielke-geometrodynamics_FO0017	23	0.987	\operatorname{SL}(2, \mathbb{C})
mielke-geometrodynamics_FO0018	23	0.697	\operatorname{SU}(3)
mielke-geometrodynamics_FO0019	23	0.997	\operatorname{SL}(2, \mathbb{C}) \subset \operatorname{SL}(2, \mathbb{C}) \otimes \operatorname{SU}(3) \subset \operatorname{SL}(6, \mathbb{C})
mielke-geometrodynamics_FO0020	24	0.834	\operatorname{SL}(6, \mathbb{C})
mielke-geometrodynamics_FO0021	24	1.000	\ell:=\ell^{*} / \sqrt{\kappa}
mielke-geometrodynamics_FO0022	24	0.995	\mathrm{G}_{\mathrm{S}}=\mathrm{G}_{\mathrm{N}} / \kappa
mielke-geometrodynamics_FO0023	25	1.000	\sqrt{\mathrm{s}}=540 \mathrm{GeV}
mielke-geometrodynamics_FO0024	30	1.000	\mathrm{x}: \mathrm{M} \rightarrow \mathbb{R}^{\mathrm{n}}
mielke-geometrodynamics_FO0025	30	1.000	\mathrm{E}^{\mathrm{n}}
mielke-geometrodynamics_FO0026	30	0.993	\mathrm{U}_{\mathrm{i}}
mielke-geometrodynamics_FO0027	30	0.993	\pi_{i}
mielke-geometrodynamics_FO0028	30	1.000	\mathbb{R}^{\mathrm{n}}
mielke-geometrodynamics_FO0029	30	1.000	\mathrm{x}_{i}=\pi_{i} \circ \mathrm{x}, i=1, \ldots, \mathrm{n}
mielke-geometrodynamics_FO0030	30	1.000	\mathrm{S}^{\mathrm{n}}
mielke-geometrodynamics_FO0031	31	0.996	\mathrm{U}_{\mathrm{i}} \subset \mathrm{M}
mielke-geometrodynamics_FO0032	31	0.999	\mathscr{D}(\mathrm{M})
mielke-geometrodynamics_FO0033	31	1.000	\left(\mathrm{U}_{\mathrm{i}}, \mathrm{x}_{\mathrm{i}}\right)
mielke-geometrodynamics_FO0034	31	1.000	\mathrm{C}^{\infty}
mielke-geometrodynamics_FO0035	31	0.997	\mathrm{C}^{\mathrm{r}}
mielke-geometrodynamics_FO0036	32	1.000	\mathrm{E}^{\mathrm{n}(\mathrm{n}+1) / 2}
mielke-geometrodynamics_FO0037	32	0.936	N=n(3 n+11) / 2
mielke-geometrodynamics_FO0038	32	1.000	N=n(n+1)(3 n+11) / 2
mielke-geometrodynamics_FO0039	32	1.000	\mathbb{E}^{4}
mielke-geometrodynamics_FO0040	32	0.997	\mathrm{T}_{\mathrm{m}}(\mathrm{M})
mielke-geometrodynamics_FO0041	32	0.997	\mathrm{m} \in \mathrm{M}
mielke-geometrodynamics_FO0042	32	0.573	\mathrm{s}(\mathrm{t})
mielke-geometrodynamics_FO0043	33	0.985	\mathrm{e}(\mathrm{m})
mielke-geometrodynamics_FO0044	33	0.999	\mathrm{e}_{\alpha}(\mathrm{m}), \alpha=1, \ldots, \mathrm{n}
mielke-geometrodynamics_FO0045	33	1.000	\partial_{i}:=\partial / \partial \mathrm{x}^{i}
mielke-geometrodynamics_FO0046	33	1.000	\left[\mathrm{e}_{i}(\mathrm{~m}), \mathrm{e}_{j}(\mathrm{~m})\right]=\left[\partial_{i}, \partial_{j}\right]=0
mielke-geometrodynamics_FO0047	33	1.000	\mathrm{e}_{\alpha}^{i}(m)
mielke-geometrodynamics_FO0048	33	0.628	\mathrm{T}(\mathrm{M})
mielke-geometrodynamics_FO0049	33	0.628	\mathrm{T}^{*}(\mathrm{M})=\bigcup_{\mathrm{m} \in \mathrm{M}} \mathrm{T}_{\mathrm{m}}^{*}(\mathrm{M})
mielke-geometrodynamics_FO0050	33	1.000	\mathrm{T}_{\mathrm{m}}^{*}(\mathrm{M})
mielke-geometrodynamics_FO0051	33	1.000	\vartheta^{\alpha}, \alpha=1, \ldots, n
mielke-geometrodynamics_FO0052	33	1.000	\vartheta^{\alpha}
mielke-geometrodynamics_FO0053	33	0.999	\mathrm{dx}^{i}
mielke-geometrodynamics_FO0054	34	0.998	\mathrm{d} \vartheta^{\alpha}
mielke-geometrodynamics_FO0055	34	0.998	\mathrm{dx}^{j}
mielke-geometrodynamics_FO0056	34	0.599	\mathrm{E}_{.}^{\alpha}{ }_{j}
mielke-geometrodynamics_FO0057	34	0.599	\mathrm{e}_{\beta}^{i}
mielke-geometrodynamics_FO0058	34	0.979	\otimes_{\mathrm{s}, \mathrm{a}}
mielke-geometrodynamics_FO0059	34	1.000	\vee
mielke-geometrodynamics_FO0060	34	1.000	\wedge
mielke-geometrodynamics_FO0061	34	0.962	\mathrm{T}_{\alpha_{1} \cdots \alpha_{\mathrm{p}}}^{\beta_{1} \cdots \beta_{\mathrm{q}}}(\mathrm{m})
mielke-geometrodynamics_FO0062	34	0.919	\mathrm{T}_{\mathrm{p}}^{\mathrm{q}}(\mathrm{M})
mielke-geometrodynamics_FO0063	34	0.919	\mathrm{L}(\mathrm{M})
mielke-geometrodynamics_FO0064	34	0.708	\mathrm{D}^{(\mathrm{p}, \mathrm{q})}
mielke-geometrodynamics_FO0065	34	0.708	\rho^{(\mathrm{p}, \mathrm{q})}(\mathrm{GL}(\mathrm{n}, \mathbb{R}))
mielke-geometrodynamics_FO0066	34	0.907	\otimes^{\mathrm{p} *} \mathbb{R}^{\mathrm{n}} \otimes^{\mathrm{q}} \mathbb{R}^{\mathrm{n}}
mielke-geometrodynamics_FO0067	34	1.000	\mathrm{g}_{\mu \nu}
mielke-geometrodynamics_FO0068	35	0.651	(\mathrm{p}, 0)
mielke-geometrodynamics_FO0069	35	0.651	\wedge:=\otimes_{\mathrm{a}}
mielke-geometrodynamics_FO0070	35	1.000	(1939,1957)
mielke-geometrodynamics_FO0071	36	1.000	\mathscr{H}
mielke-geometrodynamics_FO0072	36	0.997	\varphi
mielke-geometrodynamics_FO0073	36	0.997	\varphi(\mathrm{m})
mielke-geometrodynamics_FO0074	36	1.000	\mathrm{V}_{\mathrm{m}}
mielke-geometrodynamics_FO0075	36	0.941	\pi
mielke-geometrodynamics_FO0076	36	0.362	\mathrm{F}_{\mathrm{m}}:=-\pi^{-1}(\mathrm{~m})
mielke-geometrodynamics_FO0077	37	0.980	\pi^{-1}(\mathrm{U}) \approx \mathrm{U} \times \mathrm{F}_{\mathrm{m}}
mielke-geometrodynamics_FO0078	37	0.686	\left(\mathrm{U} \times \mathrm{F}_{\mathrm{m}}, \mathrm{U}, \pi_{\mathrm{u}}\right)
mielke-geometrodynamics_FO0079	37	0.637	\mathrm{P}(\mathrm{M}, \mathrm{G}, \pi, \delta)
mielke-geometrodynamics_FO0080	37	0.790	(\mathrm{P}, \mathrm{M}, \pi)
mielke-geometrodynamics_FO0081	37	0.866	\mathrm{P}, \mathrm{G}, \delta
mielke-geometrodynamics_FO0082	37	0.662	\mathrm{U} \subset
mielke-geometrodynamics_FO0083	37	0.941	\iota: \mathrm{U} \times \mathrm{G} \rightarrow{ }^{-1}(\mathrm{U})
mielke-geometrodynamics_FO0084	37	0.857	G
mielke-geometrodynamics_FO0085	37	0.970	\mathrm{p}_{2}=\mathrm{g} \mathrm{p}_{1}
mielke-geometrodynamics_FO0086	37	0.970	\mathrm{p}_{1}
mielke-geometrodynamics_FO0087	37	0.666	\mathrm{p}_{2}
mielke-geometrodynamics_FO0088	38	0.985	\pi, \delta
mielke-geometrodynamics_FO0089	38	0.999	\mathrm{P} \times \mathrm{F}
mielke-geometrodynamics_FO0090	38	0.678	\mathrm{V}=\mathrm{P} \times_{\mathrm{G}} \mathrm{F}
mielke-geometrodynamics_FO0091	38	0.678	{ }^{-1}(\mathrm{U}) \approx \mathrm{U} \times \mathrm{G}
mielke-geometrodynamics_FO0092	38	0.307	{ }^{-1}{ }_{\mathrm{v}}(\mathrm{U}) \approx \mathrm{U} \times \mathrm{F}
mielke-geometrodynamics_FO0093	38	0.907	{ }^{-1} \pi_{\mathrm{v}}(\mathrm{U})
mielke-geometrodynamics_FO0094	38	0.998	\rho: \mathrm{G} \rightarrow \mathrm{GL}(\mathrm{N}, \mathbb{C})
mielke-geometrodynamics_FO0095	38	0.852	\mathrm{N} \times \mathrm{N}
mielke-geometrodynamics_FO0096	38	0.780	\mathbb{C}^{\mathrm{N}}
mielke-geometrodynamics_FO0097	38	1.000	\mathrm{T}_{\mathbb{C}}^{*}(\mathrm{M})
mielke-geometrodynamics_FO0098	38	1.000	\rho
mielke-geometrodynamics_FO0099	38	0.986	\mathrm{N} \geq 1
mielke-geometrodynamics_FO0100	38	1.000	\mathrm{b}=\left(\mathrm{b}_{\mathrm{A}}\right): \mathrm{U} \subset \mathrm{M} \rightarrow
mielke-geometrodynamics_FO0101	38	1.000	\mathrm{V}^{\rho}
mielke-geometrodynamics_FO0102	39	1.000	\rho: \mathrm{G} \rightarrow \operatorname{GL}(N, \mathbb{C})
mielke-geometrodynamics_FO0103	39	0.964	\rho_{\mathrm{A}}{ }^{\mathrm{B}}(\mathrm{g}(\xi))
mielke-geometrodynamics_FO0104	39	0.964	\xi^{\mathrm{j}}(\mathrm{j}=1, \ldots, \operatorname{dim} \mathrm{G})
mielke-geometrodynamics_FO0105	39	1.000	\rho=\mathrm{id}
mielke-geometrodynamics_FO0106	39	1.000	\mathrm{I}_{\mathrm{j}}
mielke-geometrodynamics_FO0107	39	0.938	\mathfrak{g}
mielke-geometrodynamics_FO0108	39	1.000	\mathrm{c}_{\mathrm{ij}}{ }^{\mathrm{k}}
mielke-geometrodynamics_FO0109	39	0.960	\mathrm{V}^{\mathrm{Ad}}
mielke-geometrodynamics_FO0110	39	0.983	\mathrm{s}(\mathrm{t}) \subset \mathrm{M}
mielke-geometrodynamics_FO0111	39	1.000	\mathrm{T}_{\mathrm{p}}{ }^{*}(\mathrm{P})
mielke-geometrodynamics_FO0112	39	1.000	\mathrm{p} \in \mathrm{P}
mielke-geometrodynamics_FO0113	40	1.000	\mathrm{T}_{\mathrm{p}}{ }^{*}(\mathrm{P})=\mathrm{H}_{\mathrm{p}} \oplus \mathrm{V}_{\mathrm{p}}
mielke-geometrodynamics_FO0114	40	1.000	\mathrm{F}_{\mathrm{m}}(\mathrm{M})
mielke-geometrodynamics_FO0115	40	0.999	\omega(\mathrm{e}) \in \mathscr{C}
mielke-geometrodynamics_FO0116	40	1.000	\mathrm{e}_{\mathrm{v}}=\mathrm{pdg} \in \mathrm{V}_{\mathrm{p}}
mielke-geometrodynamics_FO0117	40	1.000	\bigwedge^{\mathrm{p}} \mathrm{T}_{\mathbb{C}}^{*}(\mathrm{M}) \otimes V^{\rho}
mielke-geometrodynamics_FO0118	40	1.000	\mathrm{T}_{\mathbb{C}}^{*}(\mathrm{M}) \otimes \mathrm{V}^{\rho}
mielke-geometrodynamics_FO0119	41	1.000	V^{\rho}
mielke-geometrodynamics_FO0120	41	0.856	b
mielke-geometrodynamics_FO0121	41	0.641	\mathrm{b}_{\mathrm{A}}, \mathrm{A}=1, \ldots, \mathrm{~N}
mielke-geometrodynamics_FO0122	41	0.996	\mathrm{V}_{\mathbb{U}}^{\rho}
mielke-geometrodynamics_FO0123	41	0.998	\mathrm{b}_{\mathrm{A}}
mielke-geometrodynamics_FO0124	41	0.998	\left[\omega_{\mathrm{A}}{ }^{\mathrm{B}}\right]
mielke-geometrodynamics_FO0125	41	1.000	\Gamma_{\alpha}^{\mathrm{j}}(\mathrm{m})
mielke-geometrodynamics_FO0126	42	0.997	\mathrm{dd} \equiv 0
mielke-geometrodynamics_FO0127	42	1.000	\partial \partial \equiv 0
mielke-geometrodynamics_FO0128	42	0.905	\Omega
mielke-geometrodynamics_FO0129	42	1.000	\mathrm{G}=\mathrm{U}(1)
mielke-geometrodynamics_FO0130	43	1.000	\circlearrowleft=\partial \mathrm{U} \subset \mathrm{M}
mielke-geometrodynamics_FO0131	43	1.000	\partial \mathrm{U}
mielke-geometrodynamics_FO0132	43	1.000	\mathrm{e}(\mathrm{m}) \in \mathrm{T}_{\mathrm{m}}(\mathrm{M})
mielke-geometrodynamics_FO0133	44	0.996	\mathrm{G}(\mathrm{p})
mielke-geometrodynamics_FO0134	44	0.897	\mathrm{F}_{\mathrm{m}}=\pi^{-1}(\mathrm{~m})
mielke-geometrodynamics_FO0135	44	1.000	\mathscr{G}_{\mathrm{P}}
mielke-geometrodynamics_FO0136	45	0.513	\exp : \mathfrak{g} \rightarrow \mathrm{G}
mielke-geometrodynamics_FO0137	45	0.614	P \times{ }_{\mathrm{Ad}} \mathrm{G}
mielke-geometrodynamics_FO0138	45	1.000	\theta^{k}(m) \in C^{\infty}(M)
mielke-geometrodynamics_FO0139	45	0.984	\mathrm{V}^{\rho}\left(\mathrm{M}, \mathbb{C}^{\mathrm{N}}, \operatorname{GL}(\mathrm{N}, \mathbb{C}), \mathrm{P}\right)
mielke-geometrodynamics_FO0140	45	1.000	\mathscr{G}_{\mathrm{V}}
mielke-geometrodynamics_FO0141	45	1.000	\mathrm{L}^{\mathrm{k}}
mielke-geometrodynamics_FO0142	45	0.482	\rho: \mathrm{G} \rightarrow \operatorname{GL}(\mathrm{N}, \mathbb{C})
mielke-geometrodynamics_FO0143	45	1.000	\bar{\varphi}
mielke-geometrodynamics_FO0144	45	1.000	\bar{\rho}
mielke-geometrodynamics_FO0145	46	0.798	\mathrm{V}\left(\mathrm{M}, \mathbb{C}^{\mathrm{N}}, \mathrm{GL}(\mathrm{N}, \mathbb{C}), \mathrm{P}\right)
mielke-geometrodynamics_FO0146	46	0.438	\gamma_{\mathrm{k}}
mielke-geometrodynamics_FO0147	46	1.000	\mathrm{k} \leq n / 2
mielke-geometrodynamics_FO0148	46	1.000	\omega
mielke-geometrodynamics_FO0149	46	0.959	\mathrm{k}^{\text {th }}
mielke-geometrodynamics_FO0150	46	0.570	\mathrm{c}_{\mathrm{k}}(\mathrm{V})
mielke-geometrodynamics_FO0151	46	0.546	V^{\mathbb{R}}
mielke-geometrodynamics_FO0152	46	0.983	\mathbb{R}^{\mathrm{N}}
mielke-geometrodynamics_FO0153	46	0.753	\mathbb{C}^{N}
mielke-geometrodynamics_FO0154	46	0.753	\mathrm{V}^{\mathbb{R}}
mielke-geometrodynamics_FO0155	47	1.000	\mathrm{s}=0
mielke-geometrodynamics_FO0156	47	1.000	\mathrm{P}\left(\mathrm{S}^{4}, \mathrm{SU}(\mathrm{f}), \pi, \delta\right)
mielke-geometrodynamics_FO0157	47	1.000	\operatorname{det} \mathrm{G}=1
mielke-geometrodynamics_FO0158	47	0.565	\operatorname{Tr}(\Omega \wedge \Omega)
mielke-geometrodynamics_FO0159	47	0.892	\stackrel{*}{\pi}\left(\gamma_{2}\right)
mielke-geometrodynamics_FO0160	47	0.992	\mathrm{G}=\mathrm{SU}(\mathrm{f})
mielke-geometrodynamics_FO0161	47	0.827	\mathrm{SU}(2)
mielke-geometrodynamics_FO0162	47	0.749	\widetilde{\mathrm{SO}}(4) \approx \mathrm{SU}(2) \otimes \mathrm{SU}(2)
mielke-geometrodynamics_FO0163	47	0.995	\gamma_{2}
mielke-geometrodynamics_FO0164	48	1.000	\mathrm{F}_{\alpha \beta}{ }^{\mathrm{j}}
mielke-geometrodynamics_FO0165	48	1.000	|\mathrm{x}|^{-2}
mielke-geometrodynamics_FO0166	49	1.000	|x| \rightarrow \infty
mielke-geometrodynamics_FO0167	49	1.000	\stackrel{\infty}{\omega}
mielke-geometrodynamics_FO0168	49	0.978	\partial \mathrm{M}
mielke-geometrodynamics_FO0169	49	0.999	\mathrm{G}=\mathrm{SU}(2)
mielke-geometrodynamics_FO0170	49	1.000	\mathrm{S}^{3}
mielke-geometrodynamics_FO0171	49	1.000	\mathrm{c}_{2}(\mathrm{M})
mielke-geometrodynamics_FO0172	49	0.954	\mathrm{S}^{3} \approx \mathrm{SU}(2)
mielke-geometrodynamics_FO0173	49	0.995	\mathrm{n}^{\text {th }}
mielke-geometrodynamics_FO0174	49	1.000	\mathbb{Z}
mielke-geometrodynamics_FO0175	49	1.000	\pi_{n}\left(S^{n}\right)=\mathbb{Z}
mielke-geometrodynamics_FO0176	49	1.000	\mathrm{S}^{\mathrm{n}} \rightarrow \mathrm{S}^{\mathrm{n}}
mielke-geometrodynamics_FO0177	52	1.000	\delta \varphi
mielke-geometrodynamics_FO0178	52	1.000	\varphi+\delta \varphi
mielke-geometrodynamics_FO0179	53	0.937	(n-1)
mielke-geometrodynamics_FO0180	53	0.937	d \varphi
mielke-geometrodynamics_FO0181	53	1.000	\delta
mielke-geometrodynamics_FO0182	53	1.000	s
mielke-geometrodynamics_FO0183	53	1.000	d d \equiv 0
mielke-geometrodynamics_FO0184	53	0.913	\mathrm{x}^{i}
mielke-geometrodynamics_FO0185	54	1.000	\varphi \rightarrow \psi:=\left(\varphi, \Theta^{(1)}:=d \varphi\right)
mielke-geometrodynamics_FO0186	54	1.000	\mathscr{D}(M)
mielke-geometrodynamics_FO0187	54	1.000	\mathscr{G}
mielke-geometrodynamics_FO0188	54	0.989	L_{\text {mat }}
mielke-geometrodynamics_FO0189	55	1.000	\bar{\varphi} \mathscr{O} \varphi
mielke-geometrodynamics_FO0190	55	1.000	\mathscr{O}
mielke-geometrodynamics_FO0191	55	0.996	\omega^{\prime}
mielke-geometrodynamics_FO0192	55	0.996	\mathrm{GdG}^{-1}
mielke-geometrodynamics_FO0193	55	1.000	\mathrm{G} \in \mathscr{G}_{\mathrm{V}}
mielke-geometrodynamics_FO0194	55	1.000	{ }^{\mathrm{G}} \omega
mielke-geometrodynamics_FO0195	55	1.000	{ }^{\mathrm{G}} \mathrm{b}
mielke-geometrodynamics_FO0196	55	1.000	\mathrm{G}^{-1}
mielke-geometrodynamics_FO0197	56	0.749	{ }_{\sigma_{\alpha}}^{*} \omega
mielke-geometrodynamics_FO0198	56	0.818	G^{-1} \omega
mielke-geometrodynamics_FO0199	56	1.000	\bar{\omega}
mielke-geometrodynamics_FO0200	56	1.000	\bar{\Omega}=\mathrm{G}^{-1} \Omega \mathrm{G}
mielke-geometrodynamics_FO0201	56	1.000	d^{*} \omega \simeq 0
mielke-geometrodynamics_FO0202	56	1.000	A=A_{i} d x^{i}
mielke-geometrodynamics_FO0203	56	1.000	F
mielke-geometrodynamics_FO0204	57	0.992	d d \Phi \equiv 0
mielke-geometrodynamics_FO0205	57	0.992	\Phi
mielke-geometrodynamics_FO0206	57	1.000	d F \equiv 0
mielke-geometrodynamics_FO0207	57	1.000	F=d A
mielke-geometrodynamics_FO0208	57	0.981	U(1)
mielke-geometrodynamics_FO0209	57	1.000	D \rightarrow \mathscr{D}:=D+i e A
mielke-geometrodynamics_FO0210	57	1.000	L
mielke-geometrodynamics_FO0211	57	0.980	\Psi
mielke-geometrodynamics_FO0212	57	1.000	S=\int L
mielke-geometrodynamics_FO0213	57	1.000	H
mielke-geometrodynamics_FO0214	58	1.000	d d H \equiv 0
mielke-geometrodynamics_FO0215	58	1.000	j
mielke-geometrodynamics_FO0216	58	1.000	C:=A \wedge F=A \wedge d A
mielke-geometrodynamics_FO0217	58	1.000	P
mielke-geometrodynamics_FO0218	58	0.885	\stackrel{\theta}{L}=-\left(\cos \theta F \wedge{ }^{*} F+\sin \theta F \wedge F\right) / 2
mielke-geometrodynamics_FO0219	58	0.885	\theta
mielke-geometrodynamics_FO0220	59	0.950	*
mielke-geometrodynamics_FO0221	59	0.950	g
mielke-geometrodynamics_FO0222	59	1.000	\eta
mielke-geometrodynamics_FO0223	59	1.000	\partial \mathfrak{D} / \partial t
mielke-geometrodynamics_FO0224	59	1.000	\mathfrak{D}=\varepsilon \mathbf{E}
mielke-geometrodynamics_FO0225	60	1.000	\vartheta_{[\alpha} \wedge \Sigma_{\beta]}=0
mielke-geometrodynamics_FO0226	60	1.000	B=\frac{1}{2} B_{i j} d x^{i} \wedge d x^{j}
mielke-geometrodynamics_FO0227	60	1.000	B
mielke-geometrodynamics_FO0228	60	1.000	d B \cong 0
mielke-geometrodynamics_FO0229	60	1.000	F:=d A \cong 0
mielke-geometrodynamics_FO0230	60	1.000	d C
mielke-geometrodynamics_FO0231	60	1.000	H=d B
mielke-geometrodynamics_FO0232	61	1.000	\delta d C / \delta A=d F \equiv 0
mielke-geometrodynamics_FO0233	61	0.998	\psi=\psi_{i} d x^{i}
mielke-geometrodynamics_FO0234	61	1.000	s \psi=D \phi
mielke-geometrodynamics_FO0235	61	1.000	s \phi=0
mielke-geometrodynamics_FO0236	61	1.000	B F
mielke-geometrodynamics_FO0237	61	1.000	F={ }^{*} B
mielke-geometrodynamics_FO0238	61	0.998	j:=\delta L_{\text {matter }} / \delta A
mielke-geometrodynamics_FO0239	61	1.000	d j \cong 0
mielke-geometrodynamics_FO0240	61	0.999	d A
mielke-geometrodynamics_FO0241	62	1.000	V(B)
mielke-geometrodynamics_FO0242	62	1.000	d B+j \cong 0
mielke-geometrodynamics_FO0243	62	1.000	F \cong \partial V / \partial B
mielke-geometrodynamics_FO0244	62	1.000	-B \wedge F+B \wedge B \wedge B / 3
mielke-geometrodynamics_FO0245	62	0.999	C:=A \wedge F-A \wedge A \wedge A / 3
mielke-geometrodynamics_FO0246	62	1.000	F=-B \wedge B
mielke-geometrodynamics_FO0247	62	1.000	D B=D F \equiv 0
mielke-geometrodynamics_FO0248	62	0.999	\Gamma_{\alpha}{ }^{\mathrm{j}}(\mathrm{m})
mielke-geometrodynamics_FO0249	62	1.000	d \omega
mielke-geometrodynamics_FO0250	62	0.668	\mathscr{F}
mielke-geometrodynamics_FO0251	62	0.668	{ }^{*} \mathscr{F}
mielke-geometrodynamics_FO0252	63	0.731	\Pi^{\Omega}
mielke-geometrodynamics_FO0253	63	0.894	n-1
mielke-geometrodynamics_FO0254	63	0.894	\tau
mielke-geometrodynamics_FO0255	64	1.000	\delta L / \delta \omega
mielke-geometrodynamics_FO0256	64	1.000	(1978,1980)
mielke-geometrodynamics_FO0257	65	1.000	\mathrm{H}^{3}
mielke-geometrodynamics_FO0258	65	1.000	\partial \mathrm{H}^{3}
mielke-geometrodynamics_FO0259	65	1.000	\iota
mielke-geometrodynamics_FO0260	65	0.879	\mathrm{SU}(\mathrm{N})
mielke-geometrodynamics_FO0261	66	0.971	L\left(\mathscr{F},{ }^{*} \mathscr{F}\right)
mielke-geometrodynamics_FO0262	66	0.435	\mathrm{I}^{\mathrm{j}}=\mathrm{i} \sigma^{\mathrm{j}}
mielke-geometrodynamics_FO0263	66	0.435	\mathrm{SU}(2) \times \mathrm{SU}(2) \approx
mielke-geometrodynamics_FO0264	66	0.765	\mathrm{SO}(4)
mielke-geometrodynamics_FO0265	67	0.998	\mathrm{h}=\mathrm{h}(|\mathrm{x}|)
mielke-geometrodynamics_FO0266	67	0.499	\mathrm{M}^{4}
mielke-geometrodynamics_FO0267	67	0.999	\mathrm{k}=1
mielke-geometrodynamics_FO0268	67	0.512	5 \mathrm{k}+4
mielke-geometrodynamics_FO0269	67	1.000	\mathbb{R}^{4} \cup\{\infty\} \approx \mathrm{S}^{4}
mielke-geometrodynamics_FO0270	68	1.000	|-\infty\rangle
mielke-geometrodynamics_FO0271	68	1.000	\langle\infty|
mielke-geometrodynamics_FO0272	68	1.000	\mathscr{M}_{\omega}
mielke-geometrodynamics_FO0273	68	0.991	\mathscr{M}_{\omega}=\mathscr{C} / \mathscr{G}_{p}
mielke-geometrodynamics_FO0274	68	0.999	\mu[\omega]
mielke-geometrodynamics_FO0275	69	0.976	S
mielke-geometrodynamics_FO0276	69	1.000	\operatorname{Spin}^{c}(4)
mielke-geometrodynamics_FO0277	69	0.988	\psi=\psi_{L}+\psi_{R}=P_{-} \psi+P_{+} \psi
mielke-geometrodynamics_FO0278	70	1.000	\bar{\psi}
mielke-geometrodynamics_FO0279	70	1.000	R
mielke-geometrodynamics_FO0280	70	1.000	\psi=0
mielke-geometrodynamics_FO0281	70	0.996	F^{ \pm}
mielke-geometrodynamics_FO0282	71	1.000	\mathrm{A}_{\alpha}{ }^{\mathrm{j}}
mielke-geometrodynamics_FO0283	71	1.000	\varphi^{j}
mielke-geometrodynamics_FO0284	71	1.000	\Theta^{(1) j}
mielke-geometrodynamics_FO0285	71	0.902	\phi^{(0)}
mielke-geometrodynamics_FO0286	71	0.902	\Theta^{(1)}
mielke-geometrodynamics_FO0287	71	1.000	\mathrm{A}_{\alpha}{ }^{\mathrm{j}}(\mathrm{m})
mielke-geometrodynamics_FO0288	71	1.000	\delta L_{\mathrm{H}} / \delta \bar{\phi}^{(0)}
mielke-geometrodynamics_FO0289	71	1.000	\delta L_{\mathrm{H}} / \delta \bar{\Theta}^{(1)}
mielke-geometrodynamics_FO0290	72	1.000	\mu
mielke-geometrodynamics_FO0291	72	1.000	\varphi=0
mielke-geometrodynamics_FO0292	72	1.000	|\varphi|
mielke-geometrodynamics_FO0293	72	1.000	{ }^{\lambda} \varphi
mielke-geometrodynamics_FO0294	72	1.000	\varphi_{\mathrm{H}}:=\varphi-\mu / \sqrt{\lambda}
mielke-geometrodynamics_FO0295	72	1.000	\mathrm{m}_{\mathrm{H}}=\sqrt{2} \mu
mielke-geometrodynamics_FO0296	72	0.882	\mathrm{G} / \mathrm{H}
mielke-geometrodynamics_FO0297	72	1.000	\mathrm{v}_{0} \in V^{\rho}
mielke-geometrodynamics_FO0298	72	1.000	\stackrel{\circ}{\varphi}_{\text {min }}:=\sigma\left(\mathrm{v}_{0}\right) \in \mathrm{C}^{\infty}\left(\mathrm{V}^{\rho}\right)
mielke-geometrodynamics_FO0299	72	0.683	\mathrm{a} \mathrm{g} \in \mathrm{G}
mielke-geometrodynamics_FO0300	72	0.683	\mathrm{v}_{0}
mielke-geometrodynamics_FO0301	72	1.000	\mathrm{v}=\rho(\mathrm{g}) \cdot \mathrm{v}_{0}
mielke-geometrodynamics_FO0302	73	0.996	\stackrel{\circ}{\varphi}_{\text {min }}=\sigma\left(\mathrm{v}_{0}\right)
mielke-geometrodynamics_FO0303	73	1.000	\mathrm{P}(\mathrm{G}, \mathrm{M}, \pi, \delta)
mielke-geometrodynamics_FO0304	73	0.702	\mathfrak{h}
mielke-geometrodynamics_FO0305	73	0.702	\omega_{\mathrm{H}}
mielke-geometrodynamics_FO0306	73	0.702	Q
mielke-geometrodynamics_FO0307	73	1.000	\omega_{0}
mielke-geometrodynamics_FO0308	74	1.000	\phi
mielke-geometrodynamics_FO0309	74	1.000	\lambda \rightarrow 0
mielke-geometrodynamics_FO0310	74	1.000	\stackrel{*}{\sigma} \vec{\omega}
mielke-geometrodynamics_FO0311	74	0.503	(1981,1983)
mielke-geometrodynamics_FO0312	75	1.000	\sigma
mielke-geometrodynamics_FO0313	75	1.000	\mathbb{R}^{2} \times \mathrm{S}^{2}
mielke-geometrodynamics_FO0314	75	0.657	\mathrm{S}^{4}
mielke-geometrodynamics_FO0315	78	1.000	\mathrm{N}=2
mielke-geometrodynamics_FO0316	79	1.000	\ell^{*}
mielke-geometrodynamics_FO0317	80	0.998	(1980,1981)
mielke-geometrodynamics_FO0318	81	0.951	\mathrm{A}(\mathrm{n}, \mathbb{R})
mielke-geometrodynamics_FO0319	81	1.000	\mathrm{A}^{\mathrm{n}}
mielke-geometrodynamics_FO0320	81	0.999	\mathrm{a}=\left(\mathrm{a}^{\alpha}\right) \in \mathbb{R}^{\mathrm{n}}
mielke-geometrodynamics_FO0321	81	0.992	\mathrm{x} \in \mathrm{A}^{\mathrm{n}}
mielke-geometrodynamics_FO0322	81	1.000	\tilde{x}:=\binom{x}{1} \in \mathbb{R}^{\mathrm{n}+1}
mielke-geometrodynamics_FO0323	81	1.000	\mathrm{n}+1
mielke-geometrodynamics_FO0324	81	0.998	\tilde{\mathrm{x}}
mielke-geometrodynamics_FO0325	81	0.890	\mathrm{GL}(\mathrm{n}+1, \mathbb{R})
mielke-geometrodynamics_FO0326	81	0.623	\mathrm{a} \in \mathbb{R}^{\mathrm{n}}
mielke-geometrodynamics_FO0327	81	0.623	\mathrm{g} \in \mathrm{GL}(\mathrm{n}, \mathbb{R})
mielke-geometrodynamics_FO0328	81	1.000	0(1, \mathrm{n}-1) \subset \mathrm{GL}(\mathrm{n}, \mathbb{R})
mielke-geometrodynamics_FO0329	81	1.000	\mathfrak{a}(\mathrm{n}, \mathbb{R})
mielke-geometrodynamics_FO0330	82	0.999	L_{\alpha \beta} \in \mathfrak{g l}(\mathrm{n}, \mathbb{R})
mielke-geometrodynamics_FO0331	82	0.999	\mathrm{P}_{\alpha} \in \mathbb{R}^{\mathrm{n}}
mielke-geometrodynamics_FO0332	82	1.000	\mathrm{GL}(\mathrm{n}, \mathbb{R})
mielke-geometrodynamics_FO0333	82	0.833	\mathrm{L}_{\mathrm{m}}(\mathrm{M})
mielke-geometrodynamics_FO0334	82	0.993	\mathrm{U} \subset \mathrm{M}
mielke-geometrodynamics_FO0335	82	0.994	\mathrm{e}_{\mathrm{a}}(\mathrm{m})
mielke-geometrodynamics_FO0336	82	0.852	\mathbb{R}^{\mathrm{n}^{2}}
mielke-geometrodynamics_FO0337	82	0.852	\mathrm{e}_{\alpha}^{j}(\mathrm{~m})
mielke-geometrodynamics_FO0338	82	0.852	n \times n
mielke-geometrodynamics_FO0339	82	0.987	\left(\mathrm{x}^{i}, \mathrm{e}_{\alpha}^{-j}\right)
mielke-geometrodynamics_FO0340	82	0.840	\mathrm{U} \times \mathrm{GL}(\mathrm{n}, \mathbb{R})
mielke-geometrodynamics_FO0341	82	0.840	\pi^{-1}(\mathrm{U})
mielke-geometrodynamics_FO0342	83	0.858	\operatorname{GL}(\mathrm{n}
mielke-geometrodynamics_FO0343	83	0.899	\vartheta
mielke-geometrodynamics_FO0344	83	0.825	\mathrm{n}=\operatorname{dim} \mathrm{M}
mielke-geometrodynamics_FO0345	83	0.394	\mathbb{R}^{n}
mielke-geometrodynamics_FO0346	83	0.569	\mathrm{A}(\mathrm{M}) / \mathbb{R}^{\mathrm{n}}
mielke-geometrodynamics_FO0347	84	0.999	\mathrm{e}_{\alpha}(\mathrm{m})
mielke-geometrodynamics_FO0348	84	0.593	\mathrm{T}=\mathbb{R}^{\mathrm{n}}
mielke-geometrodynamics_FO0349	84	0.593	\mathrm{A}(\mathrm{n}, \mathbb{R}) / \mathrm{GL}(\mathrm{n}, \mathbb{R})
mielke-geometrodynamics_FO0350	84	1.000	\mathrm{T}=\mathrm{P} / \mathrm{L}
mielke-geometrodynamics_FO0351	84	0.550	\widetilde{\widetilde{\omega}}
mielke-geometrodynamics_FO0352	84	0.999	\chi: \mathrm{L}(\mathrm{M}) \rightarrow 0_{\mathrm{m}} \times \mathrm{L}(\mathrm{M}) \subset \mathrm{A}(\mathrm{M})
mielke-geometrodynamics_FO0353	85	0.448	\stackrel{*}{\chi} \widetilde{\omega}
mielke-geometrodynamics_FO0354	85	0.507	\omega^{\mathrm{L}}
mielke-geometrodynamics_FO0355	85	0.507	\mathfrak{g l}(\mathrm{n}, \mathbb{R})
mielke-geometrodynamics_FO0356	85	0.912	\omega^{\mathrm{T}}
mielke-geometrodynamics_FO0357	85	0.990	\mathrm{H} \subset \mathrm{G}
mielke-geometrodynamics_FO0358	85	0.944	\widetilde{\widetilde{\Omega}}
mielke-geometrodynamics_FO0359	85	1.000	\left[\omega^{\mathrm{T}}, \omega^{\mathrm{T}}\right]
mielke-geometrodynamics_FO0360	85	0.989	\omega^{\mathrm{T}}, \omega^{\mathrm{L}}
mielke-geometrodynamics_FO0361	86	1.000	\mathscr{A}(n, \mathbb{R})
mielke-geometrodynamics_FO0362	86	0.996	C^{\infty}
mielke-geometrodynamics_FO0363	86	0.998	G L(n, \mathbb{R})
mielke-geometrodynamics_FO0364	86	0.998	\mathscr{T}(n, \mathbb{R})
mielke-geometrodynamics_FO0365	86	1.000	\operatorname{Diff}(n, \mathbb{R})
mielke-geometrodynamics_FO0366	86	0.905	(n, \mathbb{R})
mielke-geometrodynamics_FO0367	86	0.905	\left(n+n^{2}\right)
mielke-geometrodynamics_FO0368	86	0.905	A(n, \mathbb{R})_{\mathrm{H}}
mielke-geometrodynamics_FO0369	86	0.999	P_{i}=\partial_{i}:=\partial / \partial x^{i}
mielke-geometrodynamics_FO0370	86	1.000	L^{i}{ }_{j}=x^{i} \partial_{j}
mielke-geometrodynamics_FO0371	86	1.000	\chi
mielke-geometrodynamics_FO0372	87	1.000	\mathrm{V}^{\text {id }}
mielke-geometrodynamics_FO0373	87	0.928	\stackrel{\circ}{\tilde{\varphi}}=\sigma\left(0_{\mathrm{m}}\right)
mielke-geometrodynamics_FO0374	87	0.928	\mathrm{H}=\mathrm{GL}(\mathrm{n}, \mathbb{R})
mielke-geometrodynamics_FO0375	87	0.863	\widetilde{\vartheta}
mielke-geometrodynamics_FO0376	87	0.863	\mathscr{A}_{\mathrm{p}}
mielke-geometrodynamics_FO0377	88	0.968	\mathrm{D}=(\stackrel{*}{\chi} \widetilde{\mathrm{D}})
mielke-geometrodynamics_FO0378	88	0.999	\mathscr{G}_{\mathrm{p}}
mielke-geometrodynamics_FO0379	89	0.993	\widetilde{\widetilde{\mathrm{D}}}=\mathrm{D}
mielke-geometrodynamics_FO0380	90	1.000	\mathscr{C} \subset \mathrm{M}
mielke-geometrodynamics_FO0381	90	1.000	\mathrm{F}(\mathrm{m}, \vartheta): \mathrm{M} \times \mathrm{T}^{*}(\mathrm{M}) \rightarrow \mathbb{R}^{+}
mielke-geometrodynamics_FO0382	91	1.000	\mathscr{C}
mielke-geometrodynamics_FO0383	91	1.000	(2,0)
mielke-geometrodynamics_FO0384	91	1.000	\mathrm{g}_{i j} \in \mathrm{C}^{\infty}(\mathrm{M})
mielke-geometrodynamics_FO0385	92	0.689	\mathrm{e}_{\alpha}^{\cdot i}
mielke-geometrodynamics_FO0386	92	1.000	\mathfrak{O}(\mathrm{s}, \mathrm{n}-\mathrm{s})
mielke-geometrodynamics_FO0387	92	1.000	\omega^{\mathrm{g}}
mielke-geometrodynamics_FO0388	92	0.532	\phi^{(\circ)}
mielke-geometrodynamics_FO0389	92	0.651	\Gamma_{\mathrm{i}}{ }^{\alpha \beta}
mielke-geometrodynamics_FO0390	92	1.000	L_{\alpha \beta}
mielke-geometrodynamics_FO0391	92	1.000	\omega^{\alpha \beta}=-\omega^{\beta \alpha}
mielke-geometrodynamics_FO0392	92	0.988	\mathrm{m}_{\mathrm{o}} \in \mathrm{M}
mielke-geometrodynamics_FO0393	92	0.988	o_{i j}
mielke-geometrodynamics_FO0394	93	1.000	\mathrm{H}=\mathrm{O}(\mathrm{s}, \mathrm{n}-\mathrm{s})
mielke-geometrodynamics_FO0395	93	1.000	\mathfrak{o}(\mathrm{s}, \mathrm{n}-\mathrm{s})
mielke-geometrodynamics_FO0396	93	0.999	\mathrm{L}^{\mathrm{g}}(\mathrm{M})
mielke-geometrodynamics_FO0397	93	1.000	\mathrm{D} \vartheta=0
mielke-geometrodynamics_FO0398	93	0.995	\Theta
mielke-geometrodynamics_FO0399	93	0.913	\vartheta^{\mathrm{g}}
mielke-geometrodynamics_FO0400	93	1.000	\Omega^{\mathrm{g}}
mielke-geometrodynamics_FO0401	94	0.997	\omega^{\{ \}}
mielke-geometrodynamics_FO0402	94	0.890	K
mielke-geometrodynamics_FO0403	94	1.000	\mathrm{U}_{\mathrm{n}}
mielke-geometrodynamics_FO0404	94	1.000	\mathrm{V}_{\mathrm{n}}
mielke-geometrodynamics_FO0405	95	0.456	R_{i j c}^{\{. \ldots d}
mielke-geometrodynamics_FO0406	95	0.999	R_{i j k l}^{\{ \}}
mielke-geometrodynamics_FO0407	95	0.666	S S B
mielke-geometrodynamics_FO0408	95	1.000	\mathrm{O}(1, \mathrm{n}-1)
mielke-geometrodynamics_FO0409	95	0.778	\operatorname{GL}(\mathrm{n}, \mathbb{R})
mielke-geometrodynamics_FO0410	96	1.000	\mathrm{R}_{\alpha \beta}^{. . \mathrm{cd}}(\mathrm{m})
mielke-geometrodynamics_FO0411	96	1.000	\vartheta, \Theta, \Omega^{\mathrm{g}}
mielke-geometrodynamics_FO0412	97	1.000	L_{\mathrm{g}}
mielke-geometrodynamics_FO0413	97	1.000	t
mielke-geometrodynamics_FO0414	97	1.000	\Pi^{\mathrm{T}}
mielke-geometrodynamics_FO0415	97	0.999	\Pi^{\mathrm{L}}
mielke-geometrodynamics_FO0416	97	0.999	E
mielke-geometrodynamics_FO0417	97	0.998	\Pi_{[]}^{\mathrm{T}}
mielke-geometrodynamics_FO0418	97	0.931	\Pi^{\mathrm{T}}:=\left[\Pi_{[ }^{\mathrm{T}}, \vartheta\right]
mielke-geometrodynamics_FO0419	97	1.000	\delta \vartheta
mielke-geometrodynamics_FO0420	97	1.000	\delta \omega^{\mathrm{g}}
mielke-geometrodynamics_FO0421	98	0.844	\Sigma
mielke-geometrodynamics_FO0422	98	0.999	\lambda^{\varphi}=\mathrm{o}
mielke-geometrodynamics_FO0423	98	1.000	\tau_{\mathrm{s}}
mielke-geometrodynamics_FO0424	98	1.000	\Upsilon
mielke-geometrodynamics_FO0425	100	1.000	\Gamma^{\alpha \beta}=-\Gamma^{\beta \alpha}
mielke-geometrodynamics_FO0426	100	1.000	\delta L=\delta \Gamma^{\alpha \beta} \wedge\left(\partial L / \partial \Gamma^{\alpha \beta}\right)
mielke-geometrodynamics_FO0427	100	0.629	S=\int_{M} L_{\text {mat }}
mielke-geometrodynamics_FO0428	100	1.000	\operatorname{Diff}(M)
mielke-geometrodynamics_FO0429	100	0.924	\mathscr{T} \subset \operatorname{Diff}(M)
mielke-geometrodynamics_FO0430	100	0.924	S O(1,3)
mielke-geometrodynamics_FO0431 [refined: census]	100	0.590	\mathrm{Ł}_{\xi}:=\xi \rfloor D+D \xi \rfloor
mielke-geometrodynamics_FO0432	100	0.590	M
mielke-geometrodynamics_FO0433	100	1.000	\xi
mielke-geometrodynamics_FO0434	100	1.000	D g_{\alpha \beta}=0
mielke-geometrodynamics_FO0435	101	0.779	\mathrm{L}_{\xi} L=D \xi \jmath L
mielke-geometrodynamics_FO0436	101	1.000	\xi \rightarrow e_{\alpha}
mielke-geometrodynamics_FO0437 [refined: census]	101	0.995	F_{\alpha}^{\text {Max }}=\left(e_{\alpha}\rfloor F\right) \wedge j
mielke-geometrodynamics_FO0438	101	1.000	\simeq
mielke-geometrodynamics_FO0439	101	0.999	\delta L / \delta \Psi=0
mielke-geometrodynamics_FO0440	101	0.972	\delta D \Psi=D \delta \Psi+\delta \Gamma_{\alpha}{ }^{\beta} \wedge I^{\alpha}{ }_{\beta} \Psi
mielke-geometrodynamics_FO0441	102	1.000	\varepsilon_{\alpha}{ }^{\beta}(x):=\Lambda_{\alpha}{ }^{\beta}(x)-\delta_{\alpha}^{\beta}
mielke-geometrodynamics_FO0445	129	1.000	\Gamma_{\alpha}{ }^{\beta}
mielke-geometrodynamics_FO0449	102	0.986	\overparen{D}
mielke-geometrodynamics_FO0450 [refined: census]	102	0.986	\overparen{\Gamma}{ }_{\alpha}{ }^{\beta}:=\Gamma_{\alpha}{ }^{\beta}+e_{\alpha}\rfloor T^{\beta}
mielke-geometrodynamics_FO0451	102	0.999	\tau_{\alpha \beta}=-\tau_{\beta \alpha}
mielke-geometrodynamics_FO0452	102	0.999	x_{[\alpha} \wedge \Sigma_{\beta]}
mielke-geometrodynamics_FO0453	102	1.000	x^{i}
mielke-geometrodynamics_FO0454	102	1.000	x^{\alpha}=\delta_{i}^{\alpha} x^{i}
mielke-geometrodynamics_FO0455	103	1.000	\xi=\partial / \partial t
mielke-geometrodynamics_FO0456	103	1.000	\xi=\partial / \partial \varphi
mielke-geometrodynamics_FO0457	104	1.000	\pm(\Lambda / 3) r^{3}
mielke-geometrodynamics_FO0458	104	1.000	\Lambda
mielke-geometrodynamics_FO0459	104	0.539	\Gamma^{(T) \alpha}
mielke-geometrodynamics_FO0460	104	1.000	\Gamma_{\alpha}^{(L) \beta}
mielke-geometrodynamics_FO0461	104	1.000	A(n, \mathbb{R}):=\mathbb{R}^{n} \otimes G L(n, \mathbb{R})
mielke-geometrodynamics_FO0462	104	0.559	\widetilde{\widetilde{\xi}}
mielke-geometrodynamics_FO0463	104	0.993	\widetilde{\widetilde{\Gamma}}
mielke-geometrodynamics_FO0464 [refined: census]	104	0.272	Ł_{y}:=y\rfloor D+D y
mielke-geometrodynamics_FO0465	104	0.272	R^{(T) \alpha}
mielke-geometrodynamics_FO0466	104	1.000	y
mielke-geometrodynamics_FO0467	105	1.000	A=A_{i}^{J} \lambda_{J} d x^{i}
mielke-geometrodynamics_FO0468	105	0.996	\gamma
mielke-geometrodynamics_FO0469	105	1.000	F:=d A=0
mielke-geometrodynamics_FO0470	105	1.000	F=d A+A \wedge A=0
mielke-geometrodynamics_FO0471	105	1.000	F \neq 0
mielke-geometrodynamics_FO0472	105	1.000	A(4, \mathbb{R})
mielke-geometrodynamics_FO0473	105	0.924	G L(4, \mathbb{R})
mielke-geometrodynamics_FO0474	105	1.000	\Gamma^{(T) \alpha} \stackrel{*}{=} 0
mielke-geometrodynamics_FO0475	105	0.651	(1993,1994)
mielke-geometrodynamics_FO0476	105	1.000	P_{\alpha}
mielke-geometrodynamics_FO0477	105	1.000	2 \pi \hbar / \ell
mielke-geometrodynamics_FO0478	105	1.000	\mathscr{M}_{n}=n M_{\text {Planck }}
mielke-geometrodynamics_FO0479	109	0.485	\Gamma^{\alpha \beta}=\Gamma^{\{j \alpha \beta}-K^{\alpha \beta}
mielke-geometrodynamics_FO0480	109	0.469	\Gamma^{\{\alpha \beta\}}
mielke-geometrodynamics_FO0481	109	1.000	K_{\alpha \beta}=-K_{\beta \alpha}
mielke-geometrodynamics_FO0482	109	1.000	K=i K^{\alpha \beta} \sigma_{\alpha \beta} / 4
mielke-geometrodynamics_FO0483	109	1.000	T^{\alpha}=K^{\alpha}{ }_{\beta} \wedge \vartheta^{\beta}
mielke-geometrodynamics_FO0484	109	1.000	\Gamma=\Gamma^{\{ \}}-K
mielke-geometrodynamics_FO0485	109	1.000	\Gamma^{\{ \}}
mielke-geometrodynamics_FO0486	110	1.000	D>2
mielke-geometrodynamics_FO0487	110	1.000	j_{5}
mielke-geometrodynamics_FO0488	110	0.972	\bar{\psi}:=\psi^{\dagger} \gamma_{0}
mielke-geometrodynamics_FO0489	110	0.972	D \psi:=d \psi+\Gamma \wedge \psi
mielke-geometrodynamics_FO0490	110	1.000	\gamma:=\gamma_{\alpha} \vartheta^{\alpha}
mielke-geometrodynamics_FO0491	110	1.000	D \gamma=[\gamma, K]
mielke-geometrodynamics_FO0492	110	1.000	=\gamma_{\alpha} T^{\alpha}
mielke-geometrodynamics_FO0493	110	1.000	T^{\alpha}:=D \vartheta^{\alpha}
mielke-geometrodynamics_FO0494	110	1.000	L_{\mathrm{D}}=\bar{L}_{\mathrm{D}}=L_{\mathrm{D}}^{\dagger}
mielke-geometrodynamics_FO0495	111	1.000	\tau_{\alpha \beta \gamma}=\tau_{[\alpha \beta \gamma]}
mielke-geometrodynamics_FO0496	111	0.975	\mu_{\alpha}=\vartheta_{\alpha} \wedge{ }^{*} j_{5} / 4
mielke-geometrodynamics_FO0497	111	0.792	\mathrm{GR}_{\|}
mielke-geometrodynamics_FO0498	111	0.701	C_{\mathrm{TT} *}:=\vartheta^{\alpha} \wedge{ }^{*} T_{\alpha}
mielke-geometrodynamics_FO0499	111	1.000	L_{\mathrm{D}} \rightarrow L_{\mathrm{D}}+d U
mielke-geometrodynamics_FO0500	111	1.000	U=\vartheta^{\alpha} \wedge \mu_{\alpha}
mielke-geometrodynamics_FO0501	111	1.000	\hat{\tau}_{\alpha \beta}
mielke-geometrodynamics_FO0502	111	1.000	U=\vartheta^{\alpha} \wedge \vartheta_{\alpha} \wedge{ }^{*} j_{5} / 4
mielke-geometrodynamics_FO0503	111	1.000	\kappa=8 \pi G_{\mathrm{N}}
mielke-geometrodynamics_FO0504	112	1.000	\Sigma_{\alpha}
mielke-geometrodynamics_FO0505	112	1.000	L_{\mathrm{EC}}
mielke-geometrodynamics_FO0506 [refined: census]	112	0.973	\widehat{\Gamma}_{\alpha}{ }^{\beta}:=\Gamma_{\alpha}{ }^{\beta}+e_{\alpha}\rfloor T^{\beta}
mielke-geometrodynamics_FO0507	113	1.000	\sigma:=\frac{1}{2} \sigma_{\alpha \beta} \vartheta^{\alpha} \wedge \vartheta^{\beta}=\frac{i}{2} \gamma \wedge \gamma
mielke-geometrodynamics_FO0508	113	1.000	\Theta=0
mielke-geometrodynamics_FO0509	113	1.000	\Gamma^{\alpha \beta}
mielke-geometrodynamics_FO0510	113	0.839	\tilde{\mathrm{T}}_{\mu \nu}
mielke-geometrodynamics_FO0511	113	1.000	\tau_{\mathrm{s}}=\mathrm{o}
mielke-geometrodynamics_FO0512	113	1.000	\ell^{* 4}
mielke-geometrodynamics_FO0513	114	1.000	\ell^{*}=10^{-33} \mathrm{~cm}
mielke-geometrodynamics_FO0514	114	1.000	10^{80}
mielke-geometrodynamics_FO0515	114	0.528	R^{\{\lambda \alpha \beta}
mielke-geometrodynamics_FO0516	114	1.000	{ }^{(i)} T_{\alpha}
mielke-geometrodynamics_FO0517	114	1.000	\mathscr{A}
mielke-geometrodynamics_FO0518	114	1.000	L_{\mathrm{HE}}
mielke-geometrodynamics_FO0519	114	0.647	T^{\alpha} \wedge{ }^{*}\left({ }^{(1)} T_{\alpha}-2^{(2)} T_{\alpha}-\frac{1}{2}{ }^{(3)} T_{\alpha}\right)
mielke-geometrodynamics_FO0520	114	0.558	d C_{\mathrm{TT}}{ }^{*}
mielke-geometrodynamics_FO0521	115	1.000	G_{\alpha}^{\{ \}}=G_{\alpha}{ }^{\beta} \eta_{\beta}
mielke-geometrodynamics_FO0522	115	1.000	\ell=\sqrt{\kappa}
mielke-geometrodynamics_FO0523	115	1.000	k \rightarrow \infty
mielke-geometrodynamics_FO0524	115	1.000	\Gamma_{k}
mielke-geometrodynamics_FO0525	116	0.999	k \partial_{k}
mielke-geometrodynamics_FO0526	116	1.000	k
mielke-geometrodynamics_FO0527	116	1.000	\rho_{\Lambda}
mielke-geometrodynamics_FO0528	116	1.000	d_{\mathrm{N}}
mielke-geometrodynamics_FO0529	116	1.000	g_{\mathrm{N}}
mielke-geometrodynamics_FO0530	116	1.000	g_{\mathrm{N} *}
mielke-geometrodynamics_FO0531	116	1.000	\lambda_{*}
mielke-geometrodynamics_FO0532	116	1.000	R^{n}
mielke-geometrodynamics_FO0533	116	1.000	f(R)
mielke-geometrodynamics_FO0534	117	1.000	\kappa
mielke-geometrodynamics_FO0535	117	1.000	1 / k^{4}
mielke-geometrodynamics_FO0536	117	1.000	f_{*}^{2}
mielke-geometrodynamics_FO0537	117	1.000	R_{\alpha \beta} \equiv 0
mielke-geometrodynamics_FO0538	117	1.000	S L(5, \mathbb{R})
mielke-geometrodynamics_FO0539	118	1.000	\Delta c / c \simeq 10^{-17}
mielke-geometrodynamics_FO0540	118	1.000	10^{-13}
mielke-geometrodynamics_FO0541	118	1.000	10^{-8}
mielke-geometrodynamics_FO0542	118	0.979	\bar{v}_{e}
mielke-geometrodynamics_FO0543	118	0.813	v_{e}
mielke-geometrodynamics_FO0544	118	1.000	10^{-6}
mielke-geometrodynamics_FO0545	118	0.996	C P T
mielke-geometrodynamics_FO0546	118	1.000	K^{0}
mielke-geometrodynamics_FO0547	118	1.000	\bar{K}^{0}
mielke-geometrodynamics_FO0548	118	1.000	10^{-18}
mielke-geometrodynamics_FO0549	120	0.761	(5, \mathbb{R})
mielke-geometrodynamics_FO0550	122	1.000	(1986,1991)
mielke-geometrodynamics_FO0551	122	0.996	d C_{\mathrm{TT}}
mielke-geometrodynamics_FO0552	122	0.987	\left(\mathrm{GR}_{\|}\right)
mielke-geometrodynamics_FO0553	123	1.000	\ell:=\sqrt{8 \pi \hbar G_{\mathrm{N}} / c^{3}} \simeq 10^{-33} \mathrm{~cm}
mielke-geometrodynamics_FO0554	123	1.000	q
mielke-geometrodynamics_FO0555	123	0.994	\mathscr{C}=q^{2} / 2
mielke-geometrodynamics_FO0556	123	0.999	\mathscr{S}=\exp (-\mathscr{C})=\exp \left(-q^{2} / 2\right)
mielke-geometrodynamics_FO0557	123	0.999	\Psi=N \exp \left(i \theta \int \mathscr{C}\right)
mielke-geometrodynamics_FO0558	123	1.000	P:=\mathbb{R}^{4} \otimes S O(1,3)
mielke-geometrodynamics_FO0559	124	1.000	\mathscr{A}:={ }^{*}\left(\vartheta_{\alpha} \wedge T^{\alpha}\right)=
mielke-geometrodynamics_FO0560	124	1.000	\mathscr{A}_{i} d x^{i}
mielke-geometrodynamics_FO0561	124	1.000	\ell
mielke-geometrodynamics_FO0562	124	0.907	\mathrm{SO}(1,4)
mielke-geometrodynamics_FO0563	124	0.907	\mathrm{SO}(2,3)
mielke-geometrodynamics_FO0564	124	1.000	g_{\alpha \beta}
mielke-geometrodynamics_FO0565	124	1.000	T_{\alpha}=g_{\alpha \beta} T^{\beta}
mielke-geometrodynamics_FO0566	124	1.000	\vartheta_{\alpha}
mielke-geometrodynamics_FO0567	125	1.000	R_{\alpha \beta}^{\{ \}}
mielke-geometrodynamics_FO0568	125	1.000	\Gamma_{\alpha \beta}^{\{ \}}
mielke-geometrodynamics_FO0569	125	1.000	K_{\alpha \beta}
mielke-geometrodynamics_FO0570	125	1.000	\Gamma_{\alpha \beta}=
mielke-geometrodynamics_FO0571 [refined: census]	125	0.985	-\Gamma_{\beta \alpha}=\Gamma_{\alpha \beta}^{\{ \}}-K_{\alpha \beta}=\Gamma_{\alpha \beta}^{\{ \}}+e_{\alpha}\rfloor T_{\beta}+\left(e_{\alpha}\rfloor e_{\beta}\rfloor T_{\gamma}\right) \wedge \vartheta^{\gamma}
mielke-geometrodynamics_FO0572	125	0.971	C_{\mathrm{TT} *}:=\vartheta^{\alpha} \wedge{ }^{*} T_{\alpha} / 2 \ell^{2}
mielke-geometrodynamics_FO0573	125	1.000	R^{\alpha \beta}=0
mielke-geometrodynamics_FO0574	125	1.000	R^{\alpha \beta} \wedge \lambda_{\alpha \beta}
mielke-geometrodynamics_FO0575	125	1.000	\lambda_{\alpha \beta}=-\lambda_{\beta \alpha}
mielke-geometrodynamics_FO0576	126	1.000	\vartheta^{\alpha}, \Gamma^{\alpha \beta}
mielke-geometrodynamics_FO0577	126	1.000	\lambda_{\alpha \beta}
mielke-geometrodynamics_FO0578	126	0.856	L_{\|}
mielke-geometrodynamics_FO0579	126	1.000	\lambda_{\alpha \beta}=\left(\gamma / \ell^{2}\right) \eta_{\alpha \beta}
mielke-geometrodynamics_FO0581	127	1.000	\sigma= \pm i \gamma
mielke-geometrodynamics_FO0582	127	1.000	\theta_{\mathrm{T}}= \pm i
mielke-geometrodynamics_FO0583	127	0.984	\stackrel{( \pm)}{T}{ }^{\alpha}:=\frac{1}{2}\left(T^{\alpha} \pm i^{*} T^{\alpha}\right)
mielke-geometrodynamics_FO0584	128	1.000	{ }^{(\tau)} \lambda_{\alpha \beta}
mielke-geometrodynamics_FO0585	128	1.000	D^{(\tau)} \lambda_{\alpha \beta}=\tau_{\alpha \beta}
mielke-geometrodynamics_FO0586	128	0.584	\stackrel{( \pm)}{\Pi^{\alpha}}
mielke-geometrodynamics_FO0587	128	0.731	\delta \stackrel{( \pm)}{L}_{\|} / \delta \vartheta^{\alpha}
mielke-geometrodynamics_FO0588	128	1.000	R_{\alpha \beta}=0
mielke-geometrodynamics_FO0589	128	0.999	\stackrel{( \pm)}{\Pi}_{\alpha}
mielke-geometrodynamics_FO0590	128	0.121	\stackrel{( \pm)}{\Sigma}{ }_{\alpha}
mielke-geometrodynamics_FO0591	128	0.121	\stackrel{( \pm)( \pm)}{D}
mielke-geometrodynamics_FO0592	129	0.821	\stackrel{(\mp)}{A_{\alpha}}{ }^{\beta}
mielke-geometrodynamics_FO0593	129	0.946	\underline{\Gamma}_{\|}^{\alpha \beta} \rightarrow 0
mielke-geometrodynamics_FO0594	129	1.000	H_{\alpha}
mielke-geometrodynamics_FO0595	129	0.700	\overparen{D} \eta_{\alpha}:=D \eta_{\alpha}-
mielke-geometrodynamics_FO0596	129	0.521	\left(e_{\alpha} \downharpoonleft T^{\beta}\right) \wedge \eta_{\beta} \equiv 0
mielke-geometrodynamics_FO0597	129	0.593	\stackrel{( \pm)}{D} \eta_{\alpha}= \pm(i / 2) \ell^{2} \eta_{\alpha \beta} \wedge \stackrel{( \pm)}{\Pi}^{\beta}
mielke-geometrodynamics_FO0598	130	1.000	E_{\alpha}
mielke-geometrodynamics_FO0599	130	1.000	D E_{\alpha}=
mielke-geometrodynamics_FO0600	130	1.000	D D H_{\alpha} \equiv-R_{\alpha}{ }^{\beta} \wedge H_{\beta}=0
mielke-geometrodynamics_FO0602	130	1.000	\Sigma_{t}
mielke-geometrodynamics_FO0603	130	1.000	x^{0}=t
mielke-geometrodynamics_FO0604	130	0.496	u:=-N^{2} d t, \Longleftrightarrow
mielke-geometrodynamics_FO0605	130	0.963	d u \wedge u=0
mielke-geometrodynamics_FO0606	130	0.963	u=g(n,
mielke-geometrodynamics_FO0607	130	0.963	) . The lapse function N
mielke-geometrodynamics_FO0608	130	0.963	N^{A}
mielke-geometrodynamics_FO0609	130	0.974	p
mielke-geometrodynamics_FO0610	130	0.997	(3+1)
mielke-geometrodynamics_FO0611	131	1.000	L=L\left(\vartheta^{\alpha}, \Psi, D \Psi\right)
mielke-geometrodynamics_FO0612 [refined: census]	131	0.973	\mathscr{K}=L_{\perp}:=n\rfloor L
mielke-geometrodynamics_FO0613	131	0.677	{ }^{\bullet}
mielke-geometrodynamics_FO0614 [refined: census]	131	0.677	\ell_{n}:=d n\rfloor+n \downarrow d
mielke-geometrodynamics_FO0615	131	1.000	n
mielke-geometrodynamics_FO0616 [refined: census]	131	0.965	n^{\alpha}:=n\rfloor \vartheta^{\alpha}
mielke-geometrodynamics_FO0617 [refined: census]	131	0.605	n^{\alpha} e_{\alpha}\rfloor \Psi=n \downarrow \Psi
mielke-geometrodynamics_FO0618	132	0.919	\mathrm{L}_{n}=D n \downarrow+n \downarrow D
mielke-geometrodynamics_FO0619	132	0.651	n\rfloor \Psi=n \downharpoonleft(d t \wedge n\rfloor \Psi)=n\rfloor \Psi
mielke-geometrodynamics_FO0620 [refined: census]	132	0.479	\Gamma_{\perp}{ }^{\alpha \beta}:=n\rfloor \Gamma^{\alpha \beta}
mielke-geometrodynamics_FO0621	132	1.000	\mathscr{G}_{\alpha}
mielke-geometrodynamics_FO0622	132	1.000	\mathscr{G}_{\alpha \beta}
mielke-geometrodynamics_FO0623 [refined: census]	133	0.709	D_{\alpha}:=e_{\alpha}\rfloor D
mielke-geometrodynamics_FO0624	133	0.927	D \lambda_{\alpha \beta}
mielke-geometrodynamics_FO0625	133	1.000	\underline{\Psi}:=\Psi-d t \wedge n\rfloor \Psi
mielke-geometrodynamics_FO0626	133	0.893	\underline{\lambda}_{\alpha \beta}=\left(1 / 2 \ell^{2}\right) *\left(\vartheta_{\alpha} \wedge \vartheta_{\beta}\right)=-\left(1 / N \ell^{2}\right) n_{[\alpha}{ }^{*} \underline{\vartheta}_{\beta]}
mielke-geometrodynamics_FO0627	133	0.925	d \stackrel{(\mp)}{C}_{\text {TT }}
mielke-geometrodynamics_FO0628	133	0.989	(\alpha=\hat{0})
mielke-geometrodynamics_FO0629	133	1.000	(\alpha=B)
mielke-geometrodynamics_FO0630	133	0.464	\stackrel{( \pm)}{\underline{\mathscr{A}}_{\alpha}}:=\stackrel{*}{\underline{\Pi}}_{\alpha}
mielke-geometrodynamics_FO0631	133	0.130	\stackrel{*}{-}_{\alpha}
mielke-geometrodynamics_FO0632	133	0.130	\stackrel{* *}{=}=+1
mielke-geometrodynamics_FO0633	133	1.000	\underline{\vartheta}^{\hat{0}}=0
mielke-geometrodynamics_FO0634	133	0.858	\stackrel{( \pm)}{\mathscr{A}_{\hat{0}}}=d^{( \pm)}
mielke-geometrodynamics_FO0635	134	1.000	\alpha=\hat{0}
mielke-geometrodynamics_FO0636	134	0.561	\stackrel{*}{-\vartheta}_{\alpha}
mielke-geometrodynamics_FO0637	134	0.677	\stackrel{( \pm)}{\mathscr{A}_{\alpha}}:=\stackrel{*}{\underline{\Pi}}_{\alpha}
mielke-geometrodynamics_FO0638	134	0.995	\stackrel{ \pm}{p}
mielke-geometrodynamics_FO0639	134	0.337	\stackrel{*( \pm)}{\underline{\Pi}_{\alpha}}
mielke-geometrodynamics_FO0640	134	0.316	\underline{*}^{\vartheta^{\beta}}
mielke-geometrodynamics_FO0641	134	1.000	\alpha=B
mielke-geometrodynamics_FO0642	134	0.731	\underline{C}_{\mathrm{TT}}
mielke-geometrodynamics_FO0643	134	0.862	\underline{*}^{\underline{\theta^{B}}}
mielke-geometrodynamics_FO0644	134	0.862	B=1,2,3
mielke-geometrodynamics_FO0645	134	0.637	\stackrel{( \pm)}{\underline{T}}^{B}
mielke-geometrodynamics_FO0646	134	1.000	\underline{\Gamma}_{\|}^{\alpha \beta} \stackrel{*}{=} 0
mielke-geometrodynamics_FO0647	135	0.999	\Psi \wedge{ }^{*} \Phi=\Phi \wedge{ }^{*} \Psi
mielke-geometrodynamics_FO0648	135	0.994	S U(2)
mielke-geometrodynamics_FO0649	135	1.000	\mathscr{H}_{\Lambda} \Psi_{\Lambda}(A)=0
mielke-geometrodynamics_FO0650	135	1.000	\ell \rightarrow 0
mielke-geometrodynamics_FO0651	135	1.000	\operatorname{dim} \underline{\vartheta}^{B}=[\ell]
mielke-geometrodynamics_FO0652	135	0.937	\underline{T}^{(\mp)}{ }^{B}=0
mielke-geometrodynamics_FO0653	135	0.802	\stackrel{( \pm)}{\underline{T}}=0
mielke-geometrodynamics_FO0654	135	1.000	\mathbb{R}^{4} \cup \infty=S^{4}
mielke-geometrodynamics_FO0655	136	0.997	(r, \psi, \theta, \phi)
mielke-geometrodynamics_FO0656	136	1.000	S^{3}
mielke-geometrodynamics_FO0657	136	1.000	f
mielke-geometrodynamics_FO0658	136	1.000	d f= \pm 2 h d r
mielke-geometrodynamics_FO0659	136	0.998	\eta_{\mu \nu}^{A}:=\eta_{0}{ }^{A}{ }_{\mu \nu}+\delta_{\mu}^{A} \delta_{\nu}^{0}-\delta_{\nu}^{A} \delta_{\mu}^{0}
mielke-geometrodynamics_FO0660	136	1.000	r \rightarrow \infty
mielke-geometrodynamics_FO0661	136	0.954	\stackrel{(\mp)}{T}^{B}=0
mielke-geometrodynamics_FO0662	136	0.954	\stackrel{( \pm)}{C}_{\text {TT }}
mielke-geometrodynamics_FO0663	136	1.000	\Psi_{\|}(\vartheta) \propto e^{-C}
mielke-geometrodynamics_FO0664	136	1.000	\underline{\vartheta}^{\hat{0}}=3 \kappa d \theta_{\mathrm{L}}=h d r= \pm d f / 2
mielke-geometrodynamics_FO0665	136	0.991	T^{\hat{0}}=0
mielke-geometrodynamics_FO0666	137	1.000	A=A_{\mu}^{I} \lambda_{I}
mielke-geometrodynamics_FO0667	137	0.967	d x^{\mu} \in \mathscr{C}
mielke-geometrodynamics_FO0668	137	1.000	\gamma^{\mu}(s)
mielke-geometrodynamics_FO0669	137	0.826	\Psi(A)
mielke-geometrodynamics_FO0670	137	1.000	\mathscr{C} / \mathscr{G}
mielke-geometrodynamics_FO0671	137	1.000	G(\gamma)
mielke-geometrodynamics_FO0672	137	1.000	V(\gamma)
mielke-geometrodynamics_FO0673	138	1.000	|\Psi\rangle
mielke-geometrodynamics_FO0674	138	1.000	\mathbb{R}^{4}
mielke-geometrodynamics_FO0675 [refined: census]	138	0.979	n^{\alpha}=n\rfloor \vartheta^{\alpha}
mielke-geometrodynamics_FO0676	138	1.000	\left(1 / 16 \pi^{2}\right)
mielke-geometrodynamics_FO0677	138	1.000	\int R^{\alpha \beta} \wedge R_{\alpha \beta}^{(\star)}
mielke-geometrodynamics_FO0678	138	1.000	\left(1 / 8 \pi^{2}\right) \int R_{\alpha}{ }^{\beta} \wedge R_{\beta}{ }^{\alpha}
mielke-geometrodynamics_FO0679	138	1.000	\epsilon
mielke-geometrodynamics_FO0680	138	1.000	0 \leq \epsilon \leq 1
mielke-geometrodynamics_FO0681	138	0.973	\Gamma_{\alpha \beta}(\epsilon)=\Gamma_{\alpha \beta}^{\{ \}}-\epsilon K_{\alpha \beta}
mielke-geometrodynamics_FO0682	138	0.973	\Gamma_{\alpha \beta}(0)=\Gamma_{\alpha \beta}^{\{ \}}
mielke-geometrodynamics_FO0683	138	1.000	\Gamma_{\alpha \beta}
mielke-geometrodynamics_FO0684 [refined: census]	138	0.679	T:=e_{\alpha}\rfloor T^{\alpha}=d \sigma
mielke-geometrodynamics_FO0685	138	1.000	N
mielke-geometrodynamics_FO0686	139	1.000	\sigma=
mielke-geometrodynamics_FO0687	139	0.997	\arcsin (|x|)
mielke-geometrodynamics_FO0688	139	1.000	\pi_{3}(S O(4))=
mielke-geometrodynamics_FO0689	139	1.000	\mathbb{Z} \oplus \mathbb{Z}
mielke-geometrodynamics_FO0690	139	1.000	\ell \underline{\vartheta}^{A} \rightarrow
mielke-geometrodynamics_FO0691	139	0.999	\underline{\Gamma}^{\star A}:=\frac{1}{2} \eta^{A B C} \underline{\Gamma}_{B C}
mielke-geometrodynamics_FO0692	139	0.999	\mathfrak{s u}(2)
mielke-geometrodynamics_FO0693	139	0.718	\underline{C}_{\mathrm{TT}} \rightarrow \underline{C}_{\mathrm{RR}}+\Lambda^{\prime} \underline{\eta}
mielke-geometrodynamics_FO0694	139	1.000	\mathbb{R} \times W^{3}
mielke-geometrodynamics_FO0695	139	1.000	d j_{5}
mielke-geometrodynamics_FO0696	139	1.000	d \mathscr{A} \wedge d \mathscr{A}
mielke-geometrodynamics_FO0697	140	0.685	\theta_{\mathrm{T}}=2 / \gamma
mielke-geometrodynamics_FO0698	140	0.985	d C_{\text {TT }}
mielke-geometrodynamics_FO0699	141	1.000	\vartheta_{[\beta} \wedge H_{\alpha]}
mielke-geometrodynamics_FO0700	141	1.000	D H_{\alpha \beta}
mielke-geometrodynamics_FO0701	141	1.000	\mu_{\alpha}
mielke-geometrodynamics_FO0702	141	1.000	j_{5}=\bar{\psi}^{*} \gamma \gamma_{5} \psi
mielke-geometrodynamics_FO0703	141	1.000	D \theta_{\mathrm{L}} \neq 0
mielke-geometrodynamics_FO0704	141	1.000	\mu_{\alpha} \wedge \vartheta^{\alpha}=0
mielke-geometrodynamics_FO0705 [refined: census]	141	0.726	T=e_{\alpha}\rfloor T^{\alpha}
mielke-geometrodynamics_FO0706	141	0.815	D D \theta=d d \theta \equiv 0
mielke-geometrodynamics_FO0707	141	1.000	\vartheta^{\beta}
mielke-geometrodynamics_FO0708	141	0.996	\mathscr{A}:={ }^{*}\left(\vartheta^{\alpha} \wedge T_{\alpha}\right)
mielke-geometrodynamics_FO0709	141	0.999	\theta_{\mathrm{L}}
mielke-geometrodynamics_FO0710	141	1.000	T^{[\gamma} \wedge T^{\mu]} \eta_{\alpha \beta \gamma \mu}=0
mielke-geometrodynamics_FO0711	142	1.000	D H
mielke-geometrodynamics_FO0712	143	1.000	L_{g}
mielke-geometrodynamics_FO0713	143	1.000	{ }^{(i)} T^{\alpha}
mielke-geometrodynamics_FO0714	143	1.000	{ }^{(j)} R^{\alpha \beta}
mielke-geometrodynamics_FO0715	143	1.000	\ell \simeq 10^{-32} \mathrm{~cm}
mielke-geometrodynamics_FO0716	143	1.000	a_{0}, a_{i}(i=1,2,3), \kappa
mielke-geometrodynamics_FO0717	143	1.000	b_{j}(j=1, \ldots, 6)
mielke-geometrodynamics_FO0718	144	1.000	C: Q \rightarrow Q^{\prime}=-Q
mielke-geometrodynamics_FO0719	144	1.000	C
mielke-geometrodynamics_FO0720	144	0.963	T
mielke-geometrodynamics_FO0721	144	0.963	\stackrel{\wedge}{=}
mielke-geometrodynamics_FO0722	144	1.000	a_{0}=0, a_{i}=1
mielke-geometrodynamics_FO0723	144	1.000	b_{j}=1
mielke-geometrodynamics_FO0724	144	1.000	\theta_{\mathrm{T}}
mielke-geometrodynamics_FO0725	145	1.000	P: \vartheta^{\prime A}=-\vartheta^{A}
mielke-geometrodynamics_FO0726	145	1.000	A=1,2,3
mielke-geometrodynamics_FO0727	145	1.000	\eta_{\alpha \beta \gamma \delta}
mielke-geometrodynamics_FO0728	145	1.000	R_{\alpha}{ }^{\beta} \wedge R_{\beta}{ }^{\alpha}
mielke-geometrodynamics_FO0729	145	1.000	\langle 0| R^{\alpha \beta}|0\rangle=0
mielke-geometrodynamics_FO0730	151	0.938	\Omega_{\mathrm{C}}
mielke-geometrodynamics_FO0731	151	0.929	\operatorname{SL}(2, \mathbb{C}) \approx \widetilde{\mathrm{SO}}(3,1)
mielke-geometrodynamics_FO0732	151	1.000	\sigma_{\alpha \beta}=\frac{1}{2}\left[\gamma_{\alpha}, \gamma_{\beta}\right]
mielke-geometrodynamics_FO0733	151	1.000	\sigma_{\alpha \beta}^{(\star)}=\gamma^{5} \sigma_{\alpha \beta}
mielke-geometrodynamics_FO0734	151	0.829	\gamma^{5}:=\frac{1}{4!} \varepsilon_{\mathrm{abcd}} \gamma^{\mathrm{a}} \gamma^{\mathrm{b}} \gamma^{\mathrm{c}} \gamma^{\mathrm{d}}
mielke-geometrodynamics_FO0735	152	1.000	s=0
mielke-geometrodynamics_FO0736	153	1.000	R_{\alpha \beta}
mielke-geometrodynamics_FO0737	153	0.813	\Gamma^{\alpha \beta}:=\Gamma_{i}^{\alpha \beta} d x^{i}
mielke-geometrodynamics_FO0738	153	0.977	\vartheta^{\alpha}=E_{j}{ }^{\alpha} d x^{j}
mielke-geometrodynamics_FO0739	153	0.977	e_{\alpha}
mielke-geometrodynamics_FO0740	154	1.000	G_{i j}
mielke-geometrodynamics_FO0741	154	0.494	\operatorname{Ric}_{\alpha \beta}:=(-1)^{s} *\left(R_{(\alpha}{ }^{\delta} \wedge \eta_{\delta \mid \beta)}\right)
mielke-geometrodynamics_FO0742	154	1.000	\tau_{\alpha \beta}=\vartheta_{[\alpha} \wedge
mielke-geometrodynamics_FO0743	154	0.998	\mu_{\beta]}
mielke-geometrodynamics_FO0744	154	0.589	\Gamma^{\{\beta}{ }^{\alpha \beta} \propto \partial g
mielke-geometrodynamics_FO0745	154	1.000	{ }^{(\star)}
mielke-geometrodynamics_FO0746	154	1.000	L_{\text {SKY }}^{(\star)}=2 L_{\text {SKY }}
mielke-geometrodynamics_FO0747	154	1.000	j_{5}:=\bar{\psi}^{*} \gamma \gamma_{5} \psi
mielke-geometrodynamics_FO0748	155	1.000	D \eta_{\alpha \beta}=0
mielke-geometrodynamics_FO0749	155	1.000	\zeta= \pm 1
mielke-geometrodynamics_FO0750	155	1.000	\zeta=+1
mielke-geometrodynamics_FO0751	155	1.000	\zeta=-1
mielke-geometrodynamics_FO0752	155	0.999	\mathscr{A}:={ }^{*}\left(\vartheta_{\alpha} \wedge T^{\alpha}\right)
mielke-geometrodynamics_FO0753	155	0.638	\left\langle d j_{5}\right\rangle=2 i^{*} m\left\langle\bar{\psi} \gamma_{5} \psi\right\rangle-\left(R_{\alpha \beta}^{\{ \}} \wedge R^{\{j \alpha \beta}+\frac{1}{2} d \mathscr{A} \wedge d \mathscr{A}\right) /
mielke-geometrodynamics_FO0754	155	1.000	48 \pi^{2}
mielke-geometrodynamics_FO0755	156	1.000	d^{4} x
mielke-geometrodynamics_FO0756	156	0.996	{ }^{*} R_{\alpha \beta}=\theta_{\mathrm{L}}^{\star} R_{\alpha \beta}^{(\star)}+\left(\theta_{\mathrm{T}}^{*} \Lambda / 6\right) \eta_{\alpha \beta}
mielke-geometrodynamics_FO0757	156	0.998	\sigma_{\alpha}:=\Sigma_{\alpha}-D^{\{ \}} \mu_{\alpha}
mielke-geometrodynamics_FO0758 [refined: census]	156	0.682	R:=e_{\alpha}\rfloor e_{\beta}\rfloor R^{\alpha \beta}
mielke-geometrodynamics_FO0759	157	1.000	o_{i j}^{\text {Mink }}
mielke-geometrodynamics_FO0760	157	0.529	D^{\{ \}} G_{\alpha}^{\{ \}} \equiv 0
mielke-geometrodynamics_FO0761	157	0.999	R=-4 \Lambda
mielke-geometrodynamics_FO0762	157	1.000	\Lambda \simeq 1 / \kappa
mielke-geometrodynamics_FO0763	157	1.000	R=0
mielke-geometrodynamics_FO0764	157	1.000	h_{i j}:=g_{i j}-g_{i j}^{\mathrm{dS}}
mielke-geometrodynamics_FO0765	157	1.000	g_{i j}^{\mathrm{dS}}
mielke-geometrodynamics_FO0766	158	1.000	m / H
mielke-geometrodynamics_FO0767	158	1.000	m \leq 7 \times 10^{-32} \mathrm{eV}
mielke-geometrodynamics_FO0768	158	1.000	H \simeq 10^{-33} \mathrm{eV}
mielke-geometrodynamics_FO0769	158	0.994	\Lambda_{\text {obs }}>0
mielke-geometrodynamics_FO0770	158	0.994	1 / g^{2}
mielke-geometrodynamics_FO0771	159	0.662	\operatorname{SU}(2)
mielke-geometrodynamics_FO0772	159	0.968	1974)
mielke-geometrodynamics_FO0773	159	1.000	\overline{S O}(4) \cong
mielke-geometrodynamics_FO0774	159	1.000	S U(2) \otimes S U(2)
mielke-geometrodynamics_FO0775	159	0.719	\kappa \Lambda_{\text {obs }} \simeq 10^{-123}
mielke-geometrodynamics_FO0776	159	0.999	\Delta L
mielke-geometrodynamics_FO0777	159	0.995	\operatorname{Ric}_{\alpha \beta}:={ }^{*}\left(R_{(\alpha}{ }^{\delta} \wedge \eta_{\delta \mid \beta)}\right)
mielke-geometrodynamics_FO0778	160	1.000	H_{\alpha \beta}
mielke-geometrodynamics_FO0779	160	1.000	L_{\text {eff }}
mielke-geometrodynamics_FO0780	160	0.637	n-2
mielke-geometrodynamics_FO0781	160	1.000	P:=\mathbb{R}^{4} \otimes
mielke-geometrodynamics_FO0782	160	0.945	H^{\alpha \beta} \rightarrow \vartheta^{\alpha}
mielke-geometrodynamics_FO0783	160	1.000	H^{\alpha} \rightarrow \Gamma^{\alpha \beta}
mielke-geometrodynamics_FO0784	160	0.991	{ }^{*} D H_{\alpha}{ }^{\beta}
mielke-geometrodynamics_FO0785	160	0.388	{ }^{*}\left(H^{\beta} \wedge \vartheta_{\alpha}\right) \equiv e_{\alpha}
mielke-geometrodynamics_FO0786	160	0.388	H^{\beta}
mielke-geometrodynamics_FO0787	160	0.644	{ }^{*} D H^{\alpha} \cong{ }^{*} E^{\alpha}
mielke-geometrodynamics_FO0788	160	1.000	\widetilde{G}
mielke-geometrodynamics_FO0789	161	1.000	\widetilde{H}_{\alpha \beta}:=-\partial \widetilde{L} / \partial R^{\alpha \beta}
mielke-geometrodynamics_FO0790	161	1.000	\widetilde{H}_{\alpha \beta}=\stackrel{(2)}{H}_{\alpha \beta}+\stackrel{(4)}{H}_{\alpha \beta}+\cdots
mielke-geometrodynamics_FO0791	161	1.000	\widetilde{H}_{\alpha}:=-\partial \widetilde{L} / \partial T^{\alpha}
mielke-geometrodynamics_FO0792	161	1.000	T^{\alpha}:=
mielke-geometrodynamics_FO0793	161	1.000	D \vartheta^{\alpha}
mielke-geometrodynamics_FO0794	161	1.000	\widetilde{H}_{\alpha \beta \mu \nu}
mielke-geometrodynamics_FO0795	161	1.000	\partial \widetilde{H}_{\mu \nu} / \partial R^{\alpha \beta}=0
mielke-geometrodynamics_FO0796	161	1.000	\theta_{\mathrm{T}} R^{\alpha \beta} \wedge \vartheta_{\alpha} \wedge \vartheta_{\beta}
mielke-geometrodynamics_FO0797	162	1.000	\widetilde{L}
mielke-geometrodynamics_FO0798	162	1.000	\eta_{\alpha \beta}
mielke-geometrodynamics_FO0799	162	1.000	\widetilde{H}_{\alpha \beta}
mielke-geometrodynamics_FO0800	162	1.000	\widetilde{L}=L_{\mathrm{EC}}
mielke-geometrodynamics_FO0801	162	1.000	L=L_{\mathrm{EC}}
mielke-geometrodynamics_FO0802	162	1.000	\theta_{\mathrm{T}}^{*}=1
mielke-geometrodynamics_FO0803	162	1.000	\theta_{\mathrm{T}}=0
mielke-geometrodynamics_FO0804	162	1.000	\theta_{\mathrm{T}}=i
mielke-geometrodynamics_FO0805 [refined: census]	162	0.436	\Gamma_{\alpha}{ }^{\beta} \rightarrow \stackrel{( \pm)}{\Gamma}_{\alpha}{ }^{\beta}:=\Gamma_{\alpha}{ }^{\beta} \mp\left(i \ell^{2} / 2\right) e_{\alpha}\rfloor {}^{(\mp)}{ }^{\beta}
mielke-geometrodynamics_FO0806	162	0.999	i d C_{\mathrm{TT}}
mielke-geometrodynamics_FO0807	162	0.999	{ }^{* *} \Phi=(-1)^{p(4-p)+s} \Phi
mielke-geometrodynamics_FO0808	162	0.997	s:=\operatorname{sig}=1
mielke-geometrodynamics_FO0809	163	1.000	\left\{\eta, \eta_{\alpha}, \eta_{\alpha \beta}, \eta_{\alpha \beta \gamma} \eta_{\alpha \beta \gamma \delta}\right\}
mielke-geometrodynamics_FO0810 [refined: census]	163	0.925	\eta_{\alpha}:=e_{\alpha}\rfloor \eta={ }^{*} \vartheta_{\alpha}, \eta_{\alpha \beta}:=
mielke-geometrodynamics_FO0811 [refined: census]	163	0.920	e_{\beta}\rfloor \eta_{\alpha}=\eta_{\alpha \beta \gamma} \vartheta^{\gamma}=e_{\beta}\rfloor e_{\alpha}\rfloor \eta={ }^{*}\left(\vartheta_{\alpha} \wedge \vartheta_{\beta}\right)=\frac{1}{2} \eta_{\alpha \beta \gamma \delta} \vartheta^{\gamma} \wedge \vartheta^{\delta}
mielke-geometrodynamics_FO0812	163	0.920	\eta_{\alpha \beta \gamma}:=e_{\gamma}
mielke-geometrodynamics_FO0813	163	0.862	\rfloor \eta_{\alpha \beta}={ }^{*}\left(\vartheta_{\alpha} \wedge \vartheta_{\beta} \wedge \vartheta_{\gamma}\right)
mielke-geometrodynamics_FO0814	163	0.862	o_{\alpha \beta}=e^{i}{ }_{\alpha} e^{j}{ }_{\beta} g_{i j}
mielke-geometrodynamics_FO0815	163	1.000	o_{\alpha \beta}
mielke-geometrodynamics_FO0816	163	1.000	\Phi=\frac{1}{p!} \Phi_{i_{1} \cdots i_{p}} d x^{i_{1}} \wedge \cdots \wedge d x^{i_{p}}
mielke-geometrodynamics_FO0817	163	0.769	{ }^{* *} \Phi=(-1)^{p(4-p)+\operatorname{sig}} \Phi
mielke-geometrodynamics_FO0818	163	0.998	\left\{\mathbf{1}_{4}, \gamma_{\alpha}, \sigma_{\alpha \beta}, \gamma_{5}, \gamma_{5} \gamma_{\alpha}\right\}
mielke-geometrodynamics_FO0819	163	0.994	\sigma_{\alpha \beta}:=\frac{i}{2}\left(\gamma_{\alpha} \gamma_{\beta}-\gamma_{\beta} \gamma_{\alpha}\right)
mielke-geometrodynamics_FO0820	163	0.994	\gamma_{5}=-i \gamma_{\hat{0}} \gamma_{\hat{1}} \gamma_{\hat{2}} \gamma_{\hat{3}}
mielke-geometrodynamics_FO0821	163	0.736	\gamma_{5}^{2}=(-1)^{\mathrm{sig}+1} \mathbf{1}_{4}
mielke-geometrodynamics_FO0822	163	1.000	\operatorname{Tr}\left(\gamma_{\alpha} \gamma_{\beta}\right)=4 o_{\alpha \beta}
mielke-geometrodynamics_FO0823	163	1.000	\operatorname{Tr}\left(\sigma_{\alpha \beta} \sigma^{\gamma \delta}\right)=8 \delta_{[\alpha}^{\gamma} \delta_{\beta]}^{\delta}
mielke-geometrodynamics_FO0824	163	1.000	[\alpha \beta]=\frac{1}{2}(\alpha \beta-\beta \alpha)
mielke-geometrodynamics_FO0825	164	0.988	\operatorname{Lie}
mielke-geometrodynamics_FO0826	164	0.988	\sigma_{\alpha \beta}^{(\star)}:=\frac{1}{2} \sigma^{\gamma \delta} \eta_{\alpha \beta \gamma \delta}=i \gamma_{5} \sigma_{\alpha \beta}
mielke-geometrodynamics_FO0827	164	0.998	\sigma^{(\star)}
mielke-geometrodynamics_FO0828	164	0.998	\gamma_{5}
mielke-geometrodynamics_FO0829	164	0.995	12 i^{*} \gamma
mielke-geometrodynamics_FO0830	164	1.000	P_{ \pm}=\frac{1}{2}\left(1 \pm \gamma_{5}\right)
mielke-geometrodynamics_FO0831	164	1.000	P_{ \pm} P_{ \pm}=P_{ \pm}
mielke-geometrodynamics_FO0832	164	0.981	\gamma \rightarrow \widetilde{\gamma}=e^{\varphi} \gamma
mielke-geometrodynamics_FO0833	164	1.000	{ }^{\#}
mielke-geometrodynamics_FO0834	164	1.000	h
mielke-geometrodynamics_FO0835	164	0.524	{ }^{* *}=-1
mielke-geometrodynamics_FO0836	164	0.524	i^{*}
mielke-geometrodynamics_FO0837	165	1.000	\Gamma:=\frac{i}{4} \Gamma^{\alpha \beta} \sigma_{\alpha \beta}
mielke-geometrodynamics_FO0838	165	1.000	\overline{S O}_{\circ}(1,3) \cong S L(2, C)
mielke-geometrodynamics_FO0839	165	0.975	[\Psi, \Phi]:=\Psi \wedge \Phi-(-1)^{p q}
mielke-geometrodynamics_FO0840	165	0.755	\Phi \wedge \Psi
mielke-geometrodynamics_FO0841	165	1.000	K:=\frac{i}{4} K^{\alpha \beta} \sigma_{\alpha \beta}
mielke-geometrodynamics_FO0842	166	1.000	{ }^{(2)} \Theta:=
mielke-geometrodynamics_FO0843	166	1.000	\frac{1}{3} \gamma \wedge T
mielke-geometrodynamics_FO0844	166	1.000	{ }^{(3)} \Theta:=-\frac{1}{3} *(\gamma \wedge \mathscr{A})
mielke-geometrodynamics_FO0845	166	1.000	{ }^{(1)} \Theta:=
mielke-geometrodynamics_FO0846	166	1.000	\Theta-{ }^{(2)} \Theta-{ }^{(3)} \Theta
mielke-geometrodynamics_FO0847	166	0.984	\widetilde{\mathscr{A}}=\mathscr{A}
mielke-geometrodynamics_FO0848	167	1.000	D \Omega^{g(\star)} \equiv 0
mielke-geometrodynamics_FO0849	167	1.000	D \eta_{\alpha \beta \gamma \delta}=0
mielke-geometrodynamics_FO0850	167	0.995	\mathscr{A}:={ }^{*}\left(\vartheta_{\alpha} \wedge T^{\alpha}\right)=\mathscr{A}_{i} d x^{i}
mielke-geometrodynamics_FO0851	168	0.471	R^{\{ \}}:=(-1)^{\text {sig }+1 ~ *}\left(R^{\{j\} \beta} \wedge \eta_{\beta \alpha}\right)
mielke-geometrodynamics_FO0852	168	0.995	L_{\text {SKY }}
mielke-geometrodynamics_FO0853	168	0.827	\operatorname{Ric}_{\alpha \beta}:=(-1)^{\text {sig } *}\left(R_{(\alpha}{ }^{\delta} \wedge \eta_{\delta \mid \beta)}\right)
mielke-geometrodynamics_FO0854	169	1.000	G_{\alpha}:=R^{\beta \gamma} \wedge \eta_{\alpha \beta \gamma} / 2
mielke-geometrodynamics_FO0855	169	0.894	G^{\{ \}}=G_{\alpha}^{\{ \} \beta} \eta_{\beta} \gamma^{\alpha}
mielke-geometrodynamics_FO0856	170	0.983	2+1
mielke-geometrodynamics_FO0857	171	0.998	\mathrm{m} \rightarrow 0
mielke-geometrodynamics_FO0858	171	0.998	\mathrm{dS}_{4}
mielke-geometrodynamics_FO0859	171	0.999	\mathrm{AdS}_{4}
mielke-geometrodynamics_FO0860	171	0.878	5, \mathbb{R}
mielke-geometrodynamics_FO0861	172	1.000	R+R^{2}+Q^{2}
mielke-geometrodynamics_FO0862	173	0.999	(2014,2006)
mielke-geometrodynamics_FO0863	173	0.999	\lambda_{\mathrm{DE}}=\left(\hbar c / \rho_{\mathrm{DE}}\right)^{1 / 4} \simeq 85 \mu \mathrm{~m}
mielke-geometrodynamics_FO0864	174	1.000	[\hbar]=[p][q]
mielke-geometrodynamics_FO0865	174	1.000	\hbar
mielke-geometrodynamics_FO0866	174	1.000	C:=\frac{i}{4} C^{\alpha \beta} \sigma_{\alpha \beta}
mielke-geometrodynamics_FO0867	174	0.998	\Psi:=\frac{i}{4} \Psi_{j}^{\alpha \beta} \sigma_{\alpha \beta} d x^{j}
mielke-geometrodynamics_FO0868	174	0.998	\Phi:=\frac{i}{4} \Phi^{\alpha \beta} \sigma_{\alpha \beta}
mielke-geometrodynamics_FO0869	174	1.000	\sigma_{\alpha \beta}
mielke-geometrodynamics_FO0870	175	1.000	\Gamma
mielke-geometrodynamics_FO0871	175	1.000	\Omega^{g}
mielke-geometrodynamics_FO0872	175	1.000	C, \Psi
mielke-geometrodynamics_FO0873	175	1.000	s^{2}=0
mielke-geometrodynamics_FO0874	175	0.948	^{2}
mielke-geometrodynamics_FO0875	175	1.000	s s=0
mielke-geometrodynamics_FO0876	175	1.000	(d \oplus s)(d \oplus s) \equiv 0
mielke-geometrodynamics_FO0877	175	1.000	[s, d]:=s d+d s=0
mielke-geometrodynamics_FO0878	175	0.615	\bar{C}, \bar{\chi}
mielke-geometrodynamics_FO0879	175	0.615	\bar{\Phi}
mielke-geometrodynamics_FO0880	175	1.000	[\Psi, \Phi]:=\Psi \wedge \Phi-
mielke-geometrodynamics_FO0881	175	0.510	(-1)^{\left(p_{1}+g_{1}\right)\left(p_{2}+g_{2}\right)} \Phi \wedge \Psi
mielke-geometrodynamics_FO0882	176	1.000	\bar{\eta}
mielke-geometrodynamics_FO0883	176	1.000	\mathbb{B}
mielke-geometrodynamics_FO0884	176	0.998	\alpha=\alpha_{i} d x^{i}
mielke-geometrodynamics_FO0885	176	0.999	\lambda
mielke-geometrodynamics_FO0886	176	0.999	\alpha
mielke-geometrodynamics_FO0887	176	1.000	C \rightarrow(\alpha+
mielke-geometrodynamics_FO0888	176	0.712	\lambda) C, \Psi \rightarrow(\alpha+\lambda) \Psi
mielke-geometrodynamics_FO0889	176	0.712	\Phi \rightarrow(\alpha+\lambda)^{2} \Phi
mielke-geometrodynamics_FO0890	176	1.000	\gamma=\vartheta^{\alpha} \gamma_{\alpha}
mielke-geometrodynamics_FO0891	176	1.000	\widetilde{\Theta}:=\Theta \oplus \psi
mielke-geometrodynamics_FO0892	176	0.999	\psi:=\psi_{j}^{\alpha} \gamma_{\alpha} d x^{j}
mielke-geometrodynamics_FO0893	177	0.885	s \rightarrow \widetilde{s}=s+£_{\zeta}
mielke-geometrodynamics_FO0894 [refined: census]	177	0.566	\mathrm{L}_{\zeta}:=\zeta\rfloor D-D \zeta\rfloor
mielke-geometrodynamics_FO0895	177	0.566	\zeta=\zeta^{i} \partial_{i}
mielke-geometrodynamics_FO0896	177	0.339	\mathfrak{L}_{\zeta}
mielke-geometrodynamics_FO0897	177	0.339	\zeta
mielke-geometrodynamics_FO0898	177	0.339	s \zeta=\phi+\mathfrak{L}_{\zeta} \zeta
mielke-geometrodynamics_FO0899	177	1.000	p+1
mielke-geometrodynamics_FO0900	177	0.497	\exp (\zeta\rfloor) \widetilde{\Omega}^{g}
mielke-geometrodynamics_FO0901 [refined: census]	177	0.497	\exp \left(\zeta\rfloor\right)(\widetilde{\Theta} \oplus \phi)
mielke-geometrodynamics_FO0902	177	0.497	\phi:=\phi^{\alpha} \gamma_{\alpha}
mielke-geometrodynamics_FO0903	177	1.000	d
mielke-geometrodynamics_FO0904	177	1.000	\Gamma^{(\mathrm{T})}=(\gamma-D \xi) / \ell
mielke-geometrodynamics_FO0905	177	1.000	\Omega^{(\mathrm{T})}=
mielke-geometrodynamics_FO0906	177	1.000	D \Gamma^{(\mathrm{T})}=(\Theta-D D \xi) / \ell
mielke-geometrodynamics_FO0907	177	1.000	\Gamma^{(\mathrm{T})}
mielke-geometrodynamics_FO0908	177	1.000	\gamma \rightarrow \widetilde{\gamma}:=\ell\left(\Gamma^{(\mathrm{T})} \oplus c\right)
mielke-geometrodynamics_FO0909	177	1.000	\xi:=\xi^{\alpha} \gamma_{\alpha}
mielke-geometrodynamics_FO0910	177	1.000	A(4, \mathbb{R}) / G L(4, \mathbb{R}) \approx \mathbb{R}^{4}
mielke-geometrodynamics_FO0911	178	1.000	\Gamma^{(\mathrm{T})} \stackrel{*}{=} 0
mielke-geometrodynamics_FO0912	178	0.995	S U(N)
mielke-geometrodynamics_FO0913	178	0.995	S L(4, \mathbb{R})
mielke-geometrodynamics_FO0914	178	0.899	\mathrm{SO}(1,3)
mielke-geometrodynamics_FO0915	178	0.467	=0
mielke-geometrodynamics_FO0916	178	0.999	s\{\cdots\}
mielke-geometrodynamics_FO0917	178	1.000	d^{*} \Gamma=0, D^{*} \Psi=0
mielke-geometrodynamics_FO0918	178	1.000	\Omega^{g( \pm)}=0
mielke-geometrodynamics_FO0919	178	1.000	C P
mielke-geometrodynamics_FO0920	178	1.000	s L_{\text {Euler }}=
mielke-geometrodynamics_FO0921	178	0.998	(-1)^{\text {sig }+1} d\left(\Psi^{\alpha \beta} \wedge R_{\alpha \beta}^{(\star)}\right)
mielke-geometrodynamics_FO0922	179	1.000	\bar{\chi}
mielke-geometrodynamics_FO0923	179	0.993	\widetilde{\Psi}_{\mathrm{F}}:=\bar{C}_{\alpha \beta}\left(d^{*} \Gamma^{\alpha \beta}+\frac{1}{2}{ }^{*} \mathbb{B}^{\alpha \beta}\right)
mielke-geometrodynamics_FO0924	179	0.835	\{\cdots\}
mielke-geometrodynamics_FO0925	179	0.998	d^{*} \Gamma={ }^{*} \mathbb{B}
mielke-geometrodynamics_FO0926	179	1.000	\rho=0
mielke-geometrodynamics_FO0927	180	1.000	\rho=1
mielke-geometrodynamics_FO0928	180	1.000	D \Omega^{g} \equiv 0
mielke-geometrodynamics_FO0929	180	0.960	T_{\mu \nu}:=2^{*}\left(\partial L / \partial g_{\mu \nu}\right)=0
mielke-geometrodynamics_FO0930	181	0.999	\mathscr{A}:={ }^{*}\left(\vartheta_{\alpha} \wedge\right.
mielke-geometrodynamics_FO0931	181	0.999	T^{\alpha}
mielke-geometrodynamics_FO0932	181	1.000	\gamma:=\vartheta^{\alpha} \gamma_{\alpha}
mielke-geometrodynamics_FO0933	181	1.000	d^{*} \gamma=0
mielke-geometrodynamics_FO0934	181	1.000	\widetilde{L}_{\mathrm{FP}}:=L_{\mathrm{FP}}+\Delta L_{\mathrm{FP}}
mielke-geometrodynamics_FO0935	181	1.000	i
mielke-geometrodynamics_FO0936	181	0.692	\stackrel{ \pm}{\Omega^{g}}
mielke-geometrodynamics_FO0937	182	0.811	\theta=\pi / 2
mielke-geometrodynamics_FO0938	182	0.811	\stackrel{+}{\Omega}{ }^{g}
mielke-geometrodynamics_FO0939	182	1.000	\theta=3 \pi / 2
mielke-geometrodynamics_FO0940	182	1.000	\bar{\Omega}^{g}
mielke-geometrodynamics_FO0941	182	1.000	\theta_{\mathrm{L}}=\theta_{\mathrm{T}}=0
mielke-geometrodynamics_FO0942	182	1.000	\theta_{\mathrm{L}}^{\star}=\mp(-1)^{\text {sig }}
mielke-geometrodynamics_FO0943	183	0.983	L_{\mathrm{qPG}}
mielke-geometrodynamics_FO0944	183	1.000	a_{(M)}
mielke-geometrodynamics_FO0945	183	1.000	b_{(N)}
mielke-geometrodynamics_FO0946	183	1.000	\theta_{\mathrm{T}}, \theta_{\mathrm{T}}^{*}
mielke-geometrodynamics_FO0947	183	1.000	\theta_{\mathrm{L}}^{\star}
mielke-geometrodynamics_FO0948	183	1.000	a_{0}=0, b_{(N)}=1
mielke-geometrodynamics_FO0949	183	0.359	d C_{\mathrm{TT}}{ }^{*}:=d\left(\vartheta^{\alpha} \wedge{ }^{*} T_{\alpha}\right) / 2 \ell^{2}
mielke-geometrodynamics_FO0950	183	1.000	\frac{1}{2} s \bar{\chi}^{\alpha \beta} \wedge\left(H_{\alpha \beta}+\partial L_{\theta} / \partial R^{\alpha \beta}\right)
mielke-geometrodynamics_FO0951	183	0.680	\widetilde{L}_{\mathrm{FP}}
mielke-geometrodynamics_FO0952	184	1.000	D
mielke-geometrodynamics_FO0953	184	1.000	\vartheta_{\alpha} \wedge \vartheta_{\beta}
mielke-geometrodynamics_FO0954	184	0.999	\tau_{\alpha \beta}=0
mielke-geometrodynamics_FO0955	184	1.000	H_{\alpha}(* *)
mielke-geometrodynamics_FO0956	185	1.000	H_{\alpha \beta}(* *) \wedge \vartheta^{\alpha} \wedge \vartheta^{\beta}
mielke-geometrodynamics_FO0957	185	1.000	\theta_{\mathrm{L}} \neq 0
mielke-geometrodynamics_FO0958	185	1.000	R_{\alpha \beta} \wedge \vartheta^{\alpha} \wedge \vartheta^{\beta}=0
mielke-geometrodynamics_FO0959	185	1.000	\theta_{\mathrm{L}}=0
mielke-geometrodynamics_FO0960	185	1.000	\theta_{\mathrm{T}} R^{\alpha \beta} \wedge \vartheta_{\alpha} \wedge \vartheta_{\beta} / 4 \ell^{2}
mielke-geometrodynamics_FO0961	186	1.000	T^{\alpha} \simeq 0
mielke-geometrodynamics_FO0962	186	1.000	T^{\alpha}=0
mielke-geometrodynamics_FO0963	186	1.000	\lambda_{\alpha}
mielke-geometrodynamics_FO0964	186	0.382	\Gamma^{\{j \alpha \beta}
mielke-geometrodynamics_FO0965	186	0.803	\mu_{\alpha}=\frac{1}{4} \vartheta_{\alpha} \wedge{ }^{*} j_{5}
mielke-geometrodynamics_FO0966	186	1.000	\mu_{\alpha} \wedge \delta T^{\alpha}
mielke-geometrodynamics_FO0967	186	1.000	D R_{\alpha \beta} \equiv 0, D R_{\alpha \beta}^{(\star)} \equiv
mielke-geometrodynamics_FO0968	186	0.420	0, D \eta_{\alpha \beta}=0
mielke-geometrodynamics_FO0969	186	0.420	D\left(\vartheta_{\alpha} \wedge \vartheta_{\beta}\right)=2 T_{[\alpha} \wedge \vartheta_{\beta]}=0
mielke-geometrodynamics_FO0970	186	1.000	R_{\alpha \beta}^{(\star)}
mielke-geometrodynamics_FO0971	186	0.428	G^{\{ \}}:=R^{\{1\} \beta \gamma} \wedge \eta_{\alpha \beta \gamma} \gamma^{\alpha} / 2
mielke-geometrodynamics_FO0972	186	0.997	G_{i j}:=\operatorname{Ric}_{i j}^{\{ \}}-\frac{1}{2} g_{i j}
mielke-geometrodynamics_FO0973	186	0.993	\kappa_{\text {eff }}=\ell^{2} / \theta_{\mathrm{T}}^{*}
mielke-geometrodynamics_FO0974	186	1.000	\theta_{\mathrm{T}}^{*}
mielke-geometrodynamics_FO0975	187	1.000	\widehat{\Sigma}_{\alpha}
mielke-geometrodynamics_FO0976	187	0.987	\kappa_{\text {eff }}=8 \pi G_{\mathrm{N}} / c^{4}
mielke-geometrodynamics_FO0977	187	0.894	L_{\text {qPG }}
mielke-geometrodynamics_FO0978	187	1.000	\langle\varphi\rangle \propto 1 / \ell
mielke-geometrodynamics_FO0979	188	1.000	a
mielke-geometrodynamics_FO0980	188	1.000	\Phi=a+i f_{\varphi} \exp \left(-\varphi / f_{\varphi}\right)
mielke-geometrodynamics_FO0981	192	0.954	\Lambda_{\text {eff }}>0
mielke-geometrodynamics_FO0982	193	0.989	\mathrm{N}=\mathrm{N}(\mathrm{r} \pm \mathrm{t})
mielke-geometrodynamics_FO0983	193	0.989	r
mielke-geometrodynamics_FO0984	193	0.998	\Lambda_{\text {eff }}=0
mielke-geometrodynamics_FO0985	194	0.358	{ }^{*}
mielke-geometrodynamics_FO0986	194	0.996	\mathrm{u}^{2}-v^{2}=1
mielke-geometrodynamics_FO0987	194	0.996	\mathrm{r}=\mathrm{r}^{*}=\mathrm{o}
mielke-geometrodynamics_FO0988	194	1.000	\tilde{\mathrm{v}}:=\mathrm{iv}
mielke-geometrodynamics_FO0989	194	0.531	\mathrm{S}^{2}
mielke-geometrodynamics_FO0990	194	0.531	\mathrm{e}^{v}=0
mielke-geometrodynamics_FO0991	194	1.000	\tau:=
mielke-geometrodynamics_FO0992	194	1.000	\mathrm{K}_{3}
mielke-geometrodynamics_FO0993	195	0.629	\omega^{g}
mielke-geometrodynamics_FO0994	195	0.975	R C
mielke-geometrodynamics_FO0995	195	0.917	\Omega_{\mathrm{C}}^{\{ \}}
mielke-geometrodynamics_FO0996	195	1.000	\mathrm{f}_{\mathrm{i}}=\mathrm{o}
mielke-geometrodynamics_FO0997	196	1.000	K \wedge K
mielke-geometrodynamics_FO0998	196	1.000	\mu=0
mielke-geometrodynamics_FO0999	196	1.000	m u
mielke-geometrodynamics_FO1000	197	1.000	\kappa<0
mielke-geometrodynamics_FO1001	197	1.000	\mathrm{t} \rightarrow-\mathrm{i} \tau
mielke-geometrodynamics_FO1002	197	0.687	\mathrm{f}=\mathrm{T}_{\hat{0} \hat{1}}^{. . \hat{0}}
mielke-geometrodynamics_FO1003	197	0.790	\mathrm{g}=\mathrm{T}_{\hat{1} \hat{2}}^{\cdot \hat{2}}=\mathrm{T}_{\hat{1} \hat{3}}^{\cdot \hat{3}}
mielke-geometrodynamics_FO1004	198	1.000	\mathrm{n}=4
mielke-geometrodynamics_FO1005	198	0.998	\mathrm{R}^{6}
mielke-geometrodynamics_FO1006	199	0.995	\gamma_{2}^{g}
mielke-geometrodynamics_FO1007	199	1.000	\mathrm{H}_{\mathrm{P}}(\mathrm{M}, \mathbb{R})
mielke-geometrodynamics_FO1008	199	1.000	\mathrm{b}:=\operatorname{dim} \mathrm{H}_{\mathrm{p}}(\mathrm{M}, \mathbb{R})
mielke-geometrodynamics_FO1009	199	1.000	\chi(\mathrm{M})
mielke-geometrodynamics_FO1010	199	1.000	\mathrm{s}=1
mielke-geometrodynamics_FO1011	199	0.996	\alpha: \omega^{\mathrm{g}}-\omega^{\mathrm{g}}
mielke-geometrodynamics_FO1012	200	1.000	\mathrm{B}^{\mathrm{n}}
mielke-geometrodynamics_FO1013	200	1.000	\partial \mathrm{B}^{\mathrm{n}}=\mathrm{S}^{\mathrm{n}-1}
mielke-geometrodynamics_FO1014	200	0.736	\mathrm{W}^{\mathrm{n}}:=\mathrm{S}^{1} \times \mathrm{S}^{\mathrm{n}-1}
mielke-geometrodynamics_FO1015	200	0.736	\left(\mathrm{S}^{1} \times \mathrm{S}^{\mathrm{n}-1}\right)
mielke-geometrodynamics_FO1016	200	0.980	\mathbb{C P}^{2}
mielke-geometrodynamics_FO1017	200	1.000	\mathrm{E}^{2}
mielke-geometrodynamics_FO1018	201	1.000	\mathrm{T}^{4}=\mathrm{S}^{1} \times \mathrm{S}^{1} \times \mathrm{S}^{1} \times \mathrm{S}^{1}
mielke-geometrodynamics_FO1019	202	0.982	\mathscr{S}_{*}(\mathrm{M}):=\mathscr{M} / \tilde{\mathscr{D}}
mielke-geometrodynamics_FO1020	203	1.000	S^{2}
mielke-geometrodynamics_FO1021	203	1.000	\mathbb{R} \times
mielke-geometrodynamics_FO1022	203	1.000	S^{1} \times S^{2}
mielke-geometrodynamics_FO1023	203	1.000	\mathbf{R}^{4}
mielke-geometrodynamics_FO1024	203	1.000	U_{4}
mielke-geometrodynamics_FO1025	205	0.999	\mathrm{R}+\mathrm{R}^{2}
mielke-geometrodynamics_FO1026	208	0.837	C_{\mathrm{TL}}
mielke-geometrodynamics_FO1027	208	0.994	\varepsilon \rightarrow 1 / \varepsilon
mielke-geometrodynamics_FO1028	208	0.674	\Gamma^{\beta \gamma}=\Gamma_{j}^{\beta \gamma} d x^{j}
mielke-geometrodynamics_FO1029	209	1.000	\Gamma_{\alpha}^{\star}
mielke-geometrodynamics_FO1030	209	1.000	\vartheta_{\alpha} / \ell
mielke-geometrodynamics_FO1031	209	1.000	C=\operatorname{Tr}\{A \wedge F\}
mielke-geometrodynamics_FO1032	209	1.000	T_{\alpha}
mielke-geometrodynamics_FO1033	209	1.000	R_{\alpha}^{\star}
mielke-geometrodynamics_FO1034	209	1.000	\eta_{\alpha}
mielke-geometrodynamics_FO1041	210	0.872	\mathrm{SO}(1,2)
mielke-geometrodynamics_FO1043	211	1.000	H=-\partial L / \partial F
mielke-geometrodynamics_FO1044	211	1.000	H_{\alpha}=H_{[\alpha \beta]} \vartheta^{\beta}
mielke-geometrodynamics_FO1045	211	1.000	S_{\alpha}=-{ }^{*} H_{\alpha}
mielke-geometrodynamics_FO1046	211	0.957	\mathbb{R}^{3} \otimes S O(1,2)
mielke-geometrodynamics_FO1047	211	1.000	\theta_{\mathrm{T}}, \theta_{\mathrm{L}}
mielke-geometrodynamics_FO1048	211	1.000	\theta_{\mathrm{TL}}=-\chi
mielke-geometrodynamics_FO1049	212	0.997	C_{\mathrm{T}}, C_{\mathrm{L}}
mielke-geometrodynamics_FO1050	212	1.000	C_{\mathrm{T}}
mielke-geometrodynamics_FO1051	212	1.000	\Gamma^{\star \alpha}
mielke-geometrodynamics_FO1052	212	1.000	\theta_{\mathrm{T}} / 2 \ell
mielke-geometrodynamics_FO1053	212	1.000	\varepsilon=\theta_{\mathrm{TL}} \theta_{\mathrm{T}} / A
mielke-geometrodynamics_FO1054	212	1.000	\rho=-\theta_{\mathrm{T}}^{2} / A
mielke-geometrodynamics_FO1055	212	1.000	A:=-(-1)^{s} \theta_{\mathrm{TL}}^{2}+2 \theta_{\mathrm{T}} \theta_{\mathrm{L}} \neq 0
mielke-geometrodynamics_FO1056	213	0.994	K_{\alpha}^{\star}=-{ }^{*} T_{\alpha} / 2=-(-1)^{s}(\varepsilon / 2 \ell) \vartheta_{\alpha}
mielke-geometrodynamics_FO1057	213	1.000	\varepsilon=0
mielke-geometrodynamics_FO1058	213	1.000	\Lambda_{\text {eff }}
mielke-geometrodynamics_FO1059	214	1.000	J
mielke-geometrodynamics_FO1060	214	1.000	J^{2} \leq M^{2}
mielke-geometrodynamics_FO1061	214	1.000	M=-1
mielke-geometrodynamics_FO1062	214	1.000	J=0
mielke-geometrodynamics_FO1063	214	0.080	\Gamma_{\alpha}^{\left\{{ }^{\}} \star\right.} \rightarrow \Gamma_{\alpha}^{\star}=\Gamma_{\alpha}^{\left\{{ }^{\{\star}\right.}-K_{\alpha}^{\star}
mielke-geometrodynamics_FO1064	214	1.000	\varepsilon
mielke-geometrodynamics_FO1065	214	1.000	\Gamma_{\alpha}^{\star}=\frac{1}{2} \eta_{\alpha \beta \gamma} \Gamma^{\beta \gamma}
mielke-geometrodynamics_FO1066	214	1.000	\widetilde{T}_{\alpha}=0
mielke-geometrodynamics_FO1067	214	0.999	\widetilde{\Gamma}_{\alpha}^{\star} \stackrel{*}{=} 0
mielke-geometrodynamics_FO1068	214	1.000	\widetilde{R}_{\alpha}^{\star}=0
mielke-geometrodynamics_FO1069	215	1.000	1 / \varepsilon
mielke-geometrodynamics_FO1070	215	0.915	\rho=(-1)^{\text {sign }} \varepsilon^{2} / 4
mielke-geometrodynamics_FO1071	215	0.518	R_{\alpha}^{\star}=(-1)^{\text {sign }} \varepsilon T_{\alpha} / 4 \ell
mielke-geometrodynamics_FO1072	215	0.518	\varepsilon \neq 0
mielke-geometrodynamics_FO1073	216	1.000	\varepsilon \rightarrow-\varepsilon
mielke-geometrodynamics_FO1074	216	1.000	\gamma=(1-\delta \varepsilon) \rightarrow
mielke-geometrodynamics_FO1075	216	1.000	\gamma \neq 0
mielke-geometrodynamics_FO1076	216	1.000	\varepsilon \rightarrow 0
mielke-geometrodynamics_FO1077	216	1.000	H_{\alpha}^{\star}=\gamma \vartheta_{\alpha} / \ell
mielke-geometrodynamics_FO1078	216	1.000	\varepsilon \rightarrow \infty
mielke-geometrodynamics_FO1079	216	1.000	H_{\alpha}=-\gamma \vartheta_{\alpha} / \delta \ell^{2}
mielke-geometrodynamics_FO1080	216	1.000	H_{\alpha}^{\star}=0
mielke-geometrodynamics_FO1081	217	1.000	\{H, d t, d \mathscr{A}, d h\}
mielke-geometrodynamics_FO1082	217	1.000	H=0
mielke-geometrodynamics_FO1083	217	0.998	H_{\alpha} \neq 0
mielke-geometrodynamics_FO1084	217	1.000	d \mathscr{A}
mielke-geometrodynamics_FO1085	218	1.000	d^{*} \vartheta_{\alpha}=0
mielke-geometrodynamics_FO1086	218	1.000	\eta_{\alpha}={ }^{*} \vartheta_{\alpha}
mielke-geometrodynamics_FO1087	219	1.000	m=\varepsilon / \ell
mielke-geometrodynamics_FO1088	219	0.782	\vartheta^{\alpha}=E_{i}{ }^{\alpha} d x^{i}
mielke-geometrodynamics_FO1089	219	0.782	3 \times 3=9
mielke-geometrodynamics_FO1090	219	0.924	S O(1,2)
mielke-geometrodynamics_FO1091	219	0.924	\vartheta^{\prime \alpha}=\Lambda_{\beta}{ }^{\alpha}(x) \vartheta^{\beta}
mielke-geometrodynamics_FO1092	220	0.992	2 / \theta_{\mathrm{L}}
mielke-geometrodynamics_FO1093	220	1.000	\theta_{\mathrm{T}} \theta_{\mathrm{L}} / 2 \chi=1
mielke-geometrodynamics_FO1094	220	1.000	\theta_{\mathrm{T}} \neq 0
mielke-geometrodynamics_FO1095	221	1.000	\varepsilon \neq \tilde{\varepsilon}
mielke-geometrodynamics_FO1096	221	1.000	\tilde{\theta}_{\mathrm{L}}
mielke-geometrodynamics_FO1097	222	1.000	C^{k l}=C^{l k}
mielke-geometrodynamics_FO1098	222	0.940	\Gamma^{\{\lambda \alpha \beta}
mielke-geometrodynamics_FO1099	222	1.000	T_{\alpha}=D \vartheta_{\alpha}=0
mielke-geometrodynamics_FO1100	222	1.000	H_{\alpha}=0
mielke-geometrodynamics_FO1101	222	0.891	D H_{\alpha}^{\star}=\delta \ell D H_{\alpha}+(\gamma / \ell) D \vartheta_{\alpha} \equiv 0
mielke-geometrodynamics_FO1102	222	0.891	D^{[4]} H_{[\alpha \beta]}
mielke-geometrodynamics_FO1103	222	0.539	G_{\alpha}=R_{\alpha}^{\left\{{ }^{\}} \star\right.}
mielke-geometrodynamics_FO1104	222	0.990	\widetilde{\Sigma}_{\alpha}:=\Sigma_{\alpha}-D^{\{ \}} \mu_{\alpha}
mielke-geometrodynamics_FO1105	223	1.000	E=p c_{\mathrm{F}}
mielke-geometrodynamics_FO1106	223	1.000	c_{\mathrm{F}}
mielke-geometrodynamics_FO1107	223	0.825	\mathrm{SO}(3)
mielke-geometrodynamics_FO1108	224	0.902	s=1
mielke-geometrodynamics_FO1109	224	0.942	S L(2, \mathbb{R})
mielke-geometrodynamics_FO1110	224	0.942	\mathfrak{s p}(2, \mathbb{R})
mielke-geometrodynamics_FO1111	224	1.000	\gamma_{\alpha} \gamma_{\beta}+\gamma_{\beta} \gamma_{\alpha}=2 g_{\alpha \beta}
mielke-geometrodynamics_FO1112	224	1.000	D \psi:=d \psi-\frac{1}{2} \gamma_{\alpha} \wedge \Gamma^{\star \alpha} \psi
mielke-geometrodynamics_FO1113	224	1.000	L_{\mathrm{D}}
mielke-geometrodynamics_FO1114	224	1.000	\bar{\Psi}
mielke-geometrodynamics_FO1115	224	1.000	\hat{D}
mielke-geometrodynamics_FO1116	225	0.999	F:=d A
mielke-geometrodynamics_FO1117	225	0.539	d\left(A \wedge^{*} F\right) / 2
mielke-geometrodynamics_FO1118	225	0.528	\square:=d^{*} d^{*}-{ }^{*} d^{*} d
mielke-geometrodynamics_FO1119	225	1.000	\lambda=\hbar / c m_{\text {photon }}
mielke-geometrodynamics_FO1120	226	0.987	x^{\alpha}
mielke-geometrodynamics_FO1121	226	0.987	y^{\alpha}
mielke-geometrodynamics_FO1122	226	0.987	(x, y)
mielke-geometrodynamics_FO1123	226	1.000	n^{\alpha}
mielke-geometrodynamics_FO1124	226	1.000	n^{\alpha} n_{\alpha}=s
mielke-geometrodynamics_FO1125	226	1.000	\tau_{\alpha}^{\star}
mielke-geometrodynamics_FO1126	227	1.000	X
mielke-geometrodynamics_FO1127	227	1.000	Y
mielke-geometrodynamics_FO1128	227	1.000	\Sigma_{\hat{0}} \neq 0
mielke-geometrodynamics_FO1129	227	1.000	\tau_{\hat{1} \hat{2}}=
mielke-geometrodynamics_FO1130	227	0.975	-\tau_{\hat{2} \hat{1}} \neq 0
mielke-geometrodynamics_FO1131	227	1.000	x^{[\alpha} y^{\beta]} R_{\alpha \beta}=R_{\hat{1} \hat{2}}=-R_{\hat{2} \hat{1}} \neq 0
mielke-geometrodynamics_FO1132 [refined: census]	227	0.511	N^{\alpha}=n\rfloor \vartheta^{\alpha}
mielke-geometrodynamics_FO1133	228	1.000	d(\mathscr{A} \wedge d \mathscr{A})
mielke-geometrodynamics_FO1134	228	1.000	d C_{\mathrm{T}}
mielke-geometrodynamics_FO1135	228	1.000	d^{*} \mathscr{A}
mielke-geometrodynamics_FO1136	228	1.000	\mathscr{N}=1
mielke-geometrodynamics_FO1137 [refined: census]	228	0.961	\Psi_{\alpha}:=e_{\alpha}\rfloor \Psi
mielke-geometrodynamics_FO1138	228	1.000	i, j, k, \ldots=0,1,2
mielke-geometrodynamics_FO1139	228	1.000	\alpha, \beta, \ldots=\hat{0}, \hat{1}, \hat{2}
mielke-geometrodynamics_FO1140	228	1.000	\bar{\Psi}:=\Psi^{\dagger} \gamma^{0}
mielke-geometrodynamics_FO1141	228	1.000	\Psi:=\Psi_{\alpha} \vartheta^{\alpha}
mielke-geometrodynamics_FO1142	228	0.700	\Psi=C \bar{\Psi}^{\mathrm{T}}
mielke-geometrodynamics_FO1143	228	0.700	C=-i \gamma_{0}
mielke-geometrodynamics_FO1144	228	0.700	C^{\dagger}=
mielke-geometrodynamics_FO1145	228	1.000	C^{-1}, \quad C^{\mathrm{T}}=-C
mielke-geometrodynamics_FO1146	228	1.000	C^{-1} \gamma^{\alpha} C=-\left(\gamma^{\alpha}\right)^{\mathrm{T}}
mielke-geometrodynamics_FO1147	228	1.000	\gamma^{\alpha}
mielke-geometrodynamics_FO1148	229	0.803	L_{\mathrm{RS}}
mielke-geometrodynamics_FO1149	230	0.995	\vartheta^{\alpha}, \Gamma_{\alpha}^{\star}, \Psi
mielke-geometrodynamics_FO1150	230	1.000	c
mielke-geometrodynamics_FO1151	230	1.000	\overline{c \gamma \sigma}=c \bar{\sigma} \gamma
mielke-geometrodynamics_FO1152	230	1.000	\delta L / \delta \Gamma_{\alpha}^{\star} \cong 0
mielke-geometrodynamics_FO1153	231	1.000	c=-m
mielke-geometrodynamics_FO1154	231	1.000	\gamma \wedge D \Psi
mielke-geometrodynamics_FO1155	232	0.999	L_{\infty}
mielke-geometrodynamics_FO1156	232	1.000	\mathscr{N}=2
mielke-geometrodynamics_FO1157	233	0.988	\mathrm{D}=3
mielke-geometrodynamics_FO1158	233	0.666	(2+1)
mielke-geometrodynamics_FO1159	237	0.772	1 / 2
mielke-geometrodynamics_FO1160	237	0.772	D^{\left(-\frac{1}{2}, \frac{3}{2}\right)} \otimes D^{\left(\frac{1}{2}, \frac{3}{2}\right)}\left(\widetilde{S O}_{\circ}(1,3)\right)
mielke-geometrodynamics_FO1161	237	1.000	S O_{\circ}(1,3)
mielke-geometrodynamics_FO1162	237	0.983	P_{\circ}:=\mathbb{R}^{4} \otimes S O_{\circ}(1,3)
mielke-geometrodynamics_FO1163	237	1.000	\psi_{\infty}:=\psi_{1 / 2} \otimes \psi_{5 / 2} \otimes \psi_{9 / 2} \otimes \ldots
mielke-geometrodynamics_FO1164	237	0.706	\mathrm{SO}(s, n-s)
mielke-geometrodynamics_FO1165	237	1.000	s \neq 0
mielke-geometrodynamics_FO1166	237	1.000	S O_{\circ}(s, n-s)
mielke-geometrodynamics_FO1167	237	0.929	\widetilde{S O}_{\circ}(s, n-s)(=: \operatorname{Spin}(n)
mielke-geometrodynamics_FO1168	237	0.929	s=0)
mielke-geometrodynamics_FO1169	238	1.000	\Lambda: \tilde{\mathrm{G}} \rightarrow \mathrm{G}
mielke-geometrodynamics_FO1170	238	1.000	C(s, n-s)
mielke-geometrodynamics_FO1171	238	1.000	\gamma_{\alpha}
mielke-geometrodynamics_FO1172	238	1.000	N \times N
mielke-geometrodynamics_FO1173	238	1.000	N=2^{[n / 2]}
mielke-geometrodynamics_FO1174	238	1.000	\mathbf{E}^{n}
mielke-geometrodynamics_FO1175	238	0.963	\mathrm{g} \in S O(s, n-s)
mielke-geometrodynamics_FO1176	238	0.983	2^{N}
mielke-geometrodynamics_FO1177	239	0.976	\widetilde{S O}_{\circ}(1,3) \approx S L(2, \mathbb{C})
mielke-geometrodynamics_FO1178	239	1.000	\widetilde{S O}_{\circ}(s, n-s)
mielke-geometrodynamics_FO1179	239	0.588	\mathrm{P}_{0}:=\mathbb{R}^{\mathrm{n}} \otimes \widetilde{S O}
mielke-geometrodynamics_FO1180	239	1.000	(s, n-s)
mielke-geometrodynamics_FO1181	239	1.000	L^{\mathrm{g}}(M)
mielke-geometrodynamics_FO1182	239	0.974	L_{\circ}^{g}(M)
mielke-geometrodynamics_FO1183	239	0.998	\mathrm{f}: \tilde{L}(M) \rightarrow L_{\circ}^{g}(M)
mielke-geometrodynamics_FO1184	239	0.950	L_{o}^{g}(M)
mielke-geometrodynamics_FO1185	239	0.949	\tilde{L}^{\prime}(M), f^{\prime}
mielke-geometrodynamics_FO1186	239	1.000	f^{\prime}
mielke-geometrodynamics_FO1187	239	1.000	\mathrm{w}_{2} \in \mathrm{H}^{2}\left(M, \mathbb{Z}_{2}\right)
mielke-geometrodynamics_FO1188	239	1.000	\mathrm{g}^{\text {th }}
mielke-geometrodynamics_FO1189	240	1.000	\mathrm{H}^{\mathrm{g}}\left(M, \mathbb{Z}_{2}\right)
mielke-geometrodynamics_FO1190	240	1.000	\tilde{s}=\operatorname{dim} \mathrm{H}^{1}\left(M, \mathbb{Z}_{2}\right)
mielke-geometrodynamics_FO1191	240	0.813	\tilde{s}=2^{v}
mielke-geometrodynamics_FO1192	240	0.997	\nu
mielke-geometrodynamics_FO1193	240	0.997	W^{3}:=
mielke-geometrodynamics_FO1194	240	0.999	\mathrm{w}_{1}=0
mielke-geometrodynamics_FO1195	240	0.993	\mathrm{H}^{\circ}\left(M, \mathbb{Z}_{2}\right)
mielke-geometrodynamics_FO1196	240	1.000	S^{7}
mielke-geometrodynamics_FO1197	240	0.998	(1968,1970)
mielke-geometrodynamics_FO1198	240	0.969	T(M)
mielke-geometrodynamics_FO1199	240	0.925	S U(3)
mielke-geometrodynamics_FO1200	241	1.000	\tilde{\mathrm{L}}(\mathrm{M})
mielke-geometrodynamics_FO1201	241	0.614	D^{\mathrm{F}}
mielke-geometrodynamics_FO1202	241	0.614	\widetilde{S O}_{\circ}
mielke-geometrodynamics_FO1203	241	0.986	\widetilde{S O}_{\circ}(1,3)
mielke-geometrodynamics_FO1204	241	0.996	S L(2, \mathbb{C}) \approx \widetilde{S O}_{\circ}(1,3)
mielke-geometrodynamics_FO1205	241	1.000	\left(-\frac{1}{2}, \frac{3}{2}\right) \oplus\left(\frac{1}{2}, \frac{3}{2}\right)
mielke-geometrodynamics_FO1206	241	0.999	\frac{1}{2}
mielke-geometrodynamics_FO1207	241	1.000	\tilde{O}(1,3)
mielke-geometrodynamics_FO1208	241	1.000	\tilde{b}_{(1)}, i=1, \ldots, N
mielke-geometrodynamics_FO1209	242	0.999	\mathscr{G}_{S}
mielke-geometrodynamics_FO1210	242	0.999	\mathscr{G}_{p}
mielke-geometrodynamics_FO1211	242	1.000	\tilde{L}(M)
mielke-geometrodynamics_FO1212	242	1.000	\gamma^{\mathrm{n}+1}
mielke-geometrodynamics_FO1213	243	1.000	\gamma^{n+1}
mielke-geometrodynamics_FO1214	243	0.999	\tilde{\omega}
mielke-geometrodynamics_FO1215	243	0.790	\Gamma_{i}{ }^{\alpha \beta}
mielke-geometrodynamics_FO1216	243	0.958	\Gamma_{i j}{ }^{\cdot k}
mielke-geometrodynamics_FO1217	244	0.995	\mathbb{R}^{n} \otimes S O
mielke-geometrodynamics_FO1218	244	0.996	\mathrm{e}_{\alpha}^{-i}(m)
mielke-geometrodynamics_FO1219	245	1.000	\mathcal{D}(\mathrm{M})
mielke-geometrodynamics_FO1220	245	1.000	\delta L_{\mathrm{D}} / \delta \bar{\psi}
mielke-geometrodynamics_FO1221	245	1.000	\delta L_{\mathrm{D}} / \delta \psi
mielke-geometrodynamics_FO1222	246	1.000	\mathrm{D} \gamma=0
mielke-geometrodynamics_FO1223	246	1.000	\tau:=\delta \mathrm{L} / \delta \omega
mielke-geometrodynamics_FO1224	246	1.000	\tau=i \bar{\psi} \gamma \psi
mielke-geometrodynamics_FO1225	246	0.992	\tau_{s}
mielke-geometrodynamics_FO1226	246	0.999	j_{n+1}:=i \bar{\psi}^{*} \gamma \gamma^{n+1} \psi
mielke-geometrodynamics_FO1227	247	1.000	\mathrm{H}^{\mathrm{n}-1}
mielke-geometrodynamics_FO1228	247	1.000	\tau_{s}^{0}
mielke-geometrodynamics_FO1229	247	0.999	\tilde{\omega}^{\{ \}}
mielke-geometrodynamics_FO1230	247	0.826	\mathrm{D}^{\{ \}}
mielke-geometrodynamics_FO1231	247	0.993	\Theta=[K, \vartheta]
mielke-geometrodynamics_FO1232	248	1.000	[\Theta, \vartheta]
mielke-geometrodynamics_FO1233	248	1.000	\delta L_{D} / \delta \bar{\psi}
mielke-geometrodynamics_FO1234	249	1.000	D=\vartheta^{\alpha} \nabla_{\alpha}
mielke-geometrodynamics_FO1235	249	1.000	(1938,1957)
mielke-geometrodynamics_FO1236	249	1.000	P C
mielke-geometrodynamics_FO1237	249	0.520	\psi:=\binom{\psi_{p}}{\psi_{N}}
mielke-geometrodynamics_FO1238	249	1.000	S L(2, \mathbb{C})
mielke-geometrodynamics_FO1239	249	1.000	\overline{\mathrm{G}}=S L(2 \mathrm{f}, \mathbb{C})
mielke-geometrodynamics_FO1240	249	0.994	\overline{\mathrm{G}}
mielke-geometrodynamics_FO1241	251	1.000	1 / r^{2}
mielke-geometrodynamics_FO1242	251	1.000	r:=|\overrightarrow{\mathbf{x}}|
mielke-geometrodynamics_FO1243	251	1.000	(1934,1935)
mielke-geometrodynamics_FO1244	252	0.979	n=4
mielke-geometrodynamics_FO1245	252	1.000	\varepsilon= \pm 1, \ell
mielke-geometrodynamics_FO1246	253	0.999	v=v(\rho)
mielke-geometrodynamics_FO1247	253	0.999	\mu=\mu(\rho)
mielke-geometrodynamics_FO1248	253	1.000	\mathrm{r}:=|\overrightarrow{\mathbf{x}}|, \vartheta
mielke-geometrodynamics_FO1249	253	1.000	\overrightarrow{\mathbf{x}}
mielke-geometrodynamics_FO1250	253	1.000	g_{k l}
mielke-geometrodynamics_FO1251	253	0.919	\Gamma_{\kappa}^{\{f \cdot \alpha \beta}
mielke-geometrodynamics_FO1252	254	0.742	\mathrm{R}_{\circ}
mielke-geometrodynamics_FO1253	254	0.990	\lambda, \mathbf{y}
mielke-geometrodynamics_FO1254	254	0.984	S O_{\circ}(1,4)
mielke-geometrodynamics_FO1255	254	1.000	\bar{\Gamma}_{k}
mielke-geometrodynamics_FO1256	254	1.000	i \vec{\gamma} \cdot \vec{\partial}
mielke-geometrodynamics_FO1257	255	0.999	\exp (-\mu / 2-\nu / 4)
mielke-geometrodynamics_FO1258	255	0.643	\chi_{k}^{m}
mielke-geometrodynamics_FO1259	255	1.000	\mathrm{P}=(-1)^{l}
mielke-geometrodynamics_FO1260	255	1.000	l
mielke-geometrodynamics_FO1261	255	1.000	\mathrm{C}\left(l \frac{1}{2} \mathrm{j} ; \mathrm{m}-\overline{\mathrm{m}}, \overline{\mathrm{m}}\right)
mielke-geometrodynamics_FO1262	255	0.996	\mathrm{Y}_{l}^{m}(\vartheta, \phi)
mielke-geometrodynamics_FO1263	255	0.996	\vec{J}
mielke-geometrodynamics_FO1264	255	1.000	\vec{L}
mielke-geometrodynamics_FO1265	256	1.000	|\kappa|=1
mielke-geometrodynamics_FO1266	256	1.000	j=\frac{1}{2}, l=0,1
mielke-geometrodynamics_FO1267	256	1.000	\mathrm{m}= \pm \frac{1}{2}
mielke-geometrodynamics_FO1268	256	1.000	\int L_{\mathrm{D}^{\prime}}
mielke-geometrodynamics_FO1269	256	1.000	\rho^{*}
mielke-geometrodynamics_FO1270	257	1.000	M^{*}
mielke-geometrodynamics_FO1271	257	0.999	j=\frac{1}{2}
mielke-geometrodynamics_FO1272	257	0.999	\kappa=-1
mielke-geometrodynamics_FO1273	257	1.000	H(\rho)
mielke-geometrodynamics_FO1274	257	1.000	l=0
mielke-geometrodynamics_FO1275	257	1.000	l=1
mielke-geometrodynamics_FO1276	257	1.000	F(\rho)
mielke-geometrodynamics_FO1277	258	0.943	|\varphi|^{6}
mielke-geometrodynamics_FO1278	258	1.000	\mathrm{Y}_{l}^{\mathrm{m}}(\vartheta, \phi)
mielke-geometrodynamics_FO1279	259	0.726	|\omega|<1
mielke-geometrodynamics_FO1280	259	1.000	|\omega|>1
mielke-geometrodynamics_FO1281	259	1.000	|\psi| \sim e^{-m_{\pi} r}
mielke-geometrodynamics_FO1282	259	1.000	\mathrm{m}_{\mathrm{s}}
mielke-geometrodynamics_FO1283	259	1.000	\Sigma_{\mathrm{D}}
mielke-geometrodynamics_FO1284	259	1.000	m_{s}
mielke-geometrodynamics_FO1285	260	0.979	(1951,1956)
mielke-geometrodynamics_FO1286	260	0.356	a=0
mielke-geometrodynamics_FO1287	260	0.988	a=1
mielke-geometrodynamics_FO1288	260	1.000	\varepsilon=+1
mielke-geometrodynamics_FO1289	260	1.000	S_{1 / 2}
mielke-geometrodynamics_FO1290	260	1.000	Q=e
mielke-geometrodynamics_FO1291	263	1.000	D_{\mathrm{F}}(x)
mielke-geometrodynamics_FO1292	263	1.000	(1957,1958)
mielke-geometrodynamics_FO1293	263	1.000	\ell^{*}=8.1 \times 10^{-33} \mathrm{~cm}
mielke-geometrodynamics_FO1294	263	1.000	\ell=10^{-13}
mielke-geometrodynamics_FO1295	263	1.000	\ell=10^{-13} \mathrm{~cm}
mielke-geometrodynamics_FO1296	269	1.000	\langle d j\rangle=0
mielke-geometrodynamics_FO1297	269	1.000	\left\langle d j_{5}\right\rangle \neq 0
mielke-geometrodynamics_FO1298	269	0.999	j_{5}(x ; \varepsilon):=\bar{\psi}(x) \gamma_{5}{ }^{*} \gamma \psi(x+\varepsilon)
mielke-geometrodynamics_FO1299	269	1.000	\delta / \delta A
mielke-geometrodynamics_FO1300	269	1.000	j_{5}(x ; \varepsilon)
mielke-geometrodynamics_FO1301	269	0.999	x^{i} \rightarrow x^{i}+\varepsilon^{i}
mielke-geometrodynamics_FO1302	270	1.000	P=\bar{\psi} \gamma_{5} \psi
mielke-geometrodynamics_FO1303	270	1.000	C:=A \wedge d A
mielke-geometrodynamics_FO1304	270	0.760	\mathbf{A} \cdot \mathbf{B}
mielke-geometrodynamics_FO1305	270	1.000	\mathscr{D}:=D+i A \wedge
mielke-geometrodynamics_FO1306	270	1.000	D \psi:=d \psi+\Gamma \wedge
mielke-geometrodynamics_FO1307	270	0.566	\Gamma^{\alpha \beta}=\Gamma_{i}{ }^{\alpha \beta} d x^{i}
mielke-geometrodynamics_FO1308	270	1.000	\Theta:=D \gamma
mielke-geometrodynamics_FO1309 [refined: census]	271	0.652	T:=\frac{1}{4} \operatorname{Tr}\left(\check{\gamma}\rfloor \Theta\right)=e_{\alpha}\rfloor T^{\alpha}
mielke-geometrodynamics_FO1310	271	1.000	K=\frac{i}{4} K^{\alpha \beta} \sigma_{\alpha \beta}
mielke-geometrodynamics_FO1311	271	1.000	D \gamma=[\gamma, K]=\gamma_{\alpha} T^{\alpha}
mielke-geometrodynamics_FO1312	271	0.509	D^{(t)} \gamma=0
mielke-geometrodynamics_FO1313	271	1.000	\gamma \rightarrow \gamma^{\beta}=
mielke-geometrodynamics_FO1314	271	1.000	e^{i \gamma^{5} \beta} \gamma e^{-i \gamma^{5} \beta}
mielke-geometrodynamics_FO1315	271	1.000	P: \vartheta^{B} \rightarrow-\vartheta^{B}
mielke-geometrodynamics_FO1316	271	1.000	B=
mielke-geometrodynamics_FO1317	271	0.992	1,2,3
mielke-geometrodynamics_FO1318	271	1.000	d j \simeq 0
mielke-geometrodynamics_FO1319	271	1.000	m \rightarrow 0
mielke-geometrodynamics_FO1320	272	1.000	d j_{5}=0
mielke-geometrodynamics_FO1321	272	1.000	\mathscr{A}=2 d \theta
mielke-geometrodynamics_FO1322	272	1.000	a=\theta f_{a}
mielke-geometrodynamics_FO1323	272	0.972	U(1)_{\mathrm{PQ}}
mielke-geometrodynamics_FO1324	273	1.000	\eta^{\alpha \beta}:={ }^{*}\left(\vartheta^{\alpha} \wedge \vartheta^{\beta}\right)
mielke-geometrodynamics_FO1325	273	1.000	\left\langle d j_{5}\right\rangle
mielke-geometrodynamics_FO1326	273	0.999	d C_{\mathrm{TT}} \cong(1 / 4) d j_{5} \rightarrow 0
mielke-geometrodynamics_FO1327	273	0.997	{ }^{*} j_{5}
mielke-geometrodynamics_FO1328	273	1.000	n=4 k+2
mielke-geometrodynamics_FO1329	274	0.999	d^{*} \mathscr{A} \sim d C_{\mathrm{TT}}
mielke-geometrodynamics_FO1330	274	1.000	d \mathscr{A} \wedge d \mathscr{A}=-2 \mathscr{E} \cdot \mathscr{B} \eta
mielke-geometrodynamics_FO1331	274	1.000	F \wedge F=d A \wedge d A
mielke-geometrodynamics_FO1332	274	0.835	d^{*} \mathscr{A} \wedge{ }^{*}\left(d^{*} \mathscr{A}\right)=4 \ell^{4} V_{\mathrm{NY}} \wedge{ }^{*} V_{\mathrm{NY}}
mielke-geometrodynamics_FO1333	274	0.984	d^{*} \mathscr{A}=2 \ell^{2} d C_{\mathrm{TT}}=2 \ell^{2} V_{\mathrm{NY}}
mielke-geometrodynamics_FO1334	274	1.000	Z
mielke-geometrodynamics_FO1335	274	0.588	\Psi=\Psi_{i} d x^{i}
mielke-geometrodynamics_FO1336	275	0.999	J_{5}:=i \bar{\Psi} \wedge \gamma \wedge \Psi
mielke-geometrodynamics_FO1337	275	1.000	t \rightarrow+0
mielke-geometrodynamics_FO1338	275	0.988	\mathbb{A}:=
mielke-geometrodynamics_FO1339	275	0.794	\check{\gamma}\rfloor A=\gamma^{\alpha} e_{\alpha} \downharpoonleft A=(-1)^{s+1}{ }^{*}\left[{ }^{*} \gamma \wedge A\right]
mielke-geometrodynamics_FO1340	275	0.996	\square:=
mielke-geometrodynamics_FO1341	275	0.980	\partial_{i}\left(\sqrt{|g| g^{i j}} \partial_{j}\right) / \sqrt{|g|}
mielke-geometrodynamics_FO1342	275	0.998	K_{k}\left(x, \not D^{2}\right)
mielke-geometrodynamics_FO1343	275	0.952	\not D^{2}
mielke-geometrodynamics_FO1344	275	0.952	\mathrm{o}_{\alpha \beta}=
mielke-geometrodynamics_FO1345	276	0.950	(-1, \ldots,-1)
mielke-geometrodynamics_FO1346	276	0.950	k=1,3, \ldots
mielke-geometrodynamics_FO1347	276	0.483	d \mathscr{K}=d^{*} \stackrel{\smile}{D} \wedge^{*} \breve{D}^{*} \mathscr{A}
mielke-geometrodynamics_FO1348	276	0.507	D=D^{\{ \}}+i \mathscr{A} \gamma_{5} / 4
mielke-geometrodynamics_FO1349	276	1.000	K_{2}
mielke-geometrodynamics_FO1350	276	1.000	K_{4}
mielke-geometrodynamics_FO1351	276	1.000	k=4
mielke-geometrodynamics_FO1352	276	1.000	t^{(k-4) / 2}=1
mielke-geometrodynamics_FO1353	276	1.000	K_{2} \sim
mielke-geometrodynamics_FO1354	276	0.960	d^{*} \mathscr{A}=2 \ell^{2} d C_{\mathrm{TT}}
mielke-geometrodynamics_FO1355	276	0.986	[\text { length }]^{-3 / 2}
mielke-geometrodynamics_FO1356	276	0.986	\psi \sim m^{3 / 2}
mielke-geometrodynamics_FO1357	276	0.986	t=1 / M^{2}
mielke-geometrodynamics_FO1358	276	1.000	M \rightarrow \infty
mielke-geometrodynamics_FO1359	276	1.000	m \neq 0
mielke-geometrodynamics_FO1360	276	1.000	\vartheta^{\alpha} \rightarrow \widetilde{\vartheta}^{\alpha}=M \vartheta^{\alpha}
mielke-geometrodynamics_FO1361	276	1.000	[\hbar]
mielke-geometrodynamics_FO1362	276	1.000	(n=2)
mielke-geometrodynamics_FO1363	276	1.000	\sigma_{\alpha}:=\Sigma_{\alpha}-D \mu_{\alpha}
mielke-geometrodynamics_FO1364	277	0.996	\stackrel{( \pm)}{\Gamma}
mielke-geometrodynamics_FO1365	277	0.839	d C_{\mathrm{RR}}^{\{ \}}
mielke-geometrodynamics_FO1366	277	1.000	\Lambda \neq 0
mielke-geometrodynamics_FO1367	277	0.570	\underline{C}_{\mathrm{RR}}^{\{ \}}
mielke-geometrodynamics_FO1368	277	0.936	\stackrel{( \pm)}{\underline{\Gamma}}
mielke-geometrodynamics_FO1369	277	1.000	\mathscr{C}:=\Gamma / \mathscr{G}
mielke-geometrodynamics_FO1370	278	0.423	\mathrm{Ł}_{n}:=n \downarrow D+D n
mielke-geometrodynamics_FO1371	278	0.523	\tau^{A}
mielke-geometrodynamics_FO1372	278	1.000	\tau^{A}:=(1 / 2) \eta^{0 A \beta \gamma} \tau_{\beta \gamma}
mielke-geometrodynamics_FO1373	278	1.000	\gamma_{\alpha} \gamma_{\beta}+\gamma_{\beta} \gamma_{\alpha}=2 \mathrm{o}_{\alpha \beta}
mielke-geometrodynamics_FO1374	278	1.000	\eta^{\alpha}:=
mielke-geometrodynamics_FO1375	278	0.996	{ }^{*} \vartheta^{\alpha}
mielke-geometrodynamics_FO1376	278	0.500	\Gamma:=\frac{i}{4} \Gamma_{i}^{\alpha \beta} \sigma_{\alpha \beta} d x^{i}
mielke-geometrodynamics_FO1377	278	1.000	D=d+\Gamma \wedge
mielke-geometrodynamics_FO1378	278	1.000	\sigma_{\alpha \beta}=\frac{i}{2}\left(\gamma_{\alpha} \gamma_{\beta}-\gamma_{\beta} \gamma_{\alpha}\right)
mielke-geometrodynamics_FO1379	278	1.000	\sigma:=\frac{i}{2} \gamma \wedge \gamma=\frac{1}{2} \sigma_{\alpha \beta} \vartheta^{\alpha} \wedge \vartheta^{\beta}
mielke-geometrodynamics_FO1380	279	1.000	R:={ }^{*}\left(R^{\alpha \beta} \wedge \eta_{\beta \alpha}\right)
mielke-geometrodynamics_FO1381	279	1.000	\mathfrak{s l}(5, \mathbb{R})
mielke-geometrodynamics_FO1382	279	1.000	\hat{\Gamma}=\Gamma+\left(\vartheta^{\alpha} L^{4}{ }_{\alpha}+\vartheta_{\beta} L^{\beta}{ }_{4}\right) / \ell
mielke-geometrodynamics_FO1383	279	0.763	\hat{C}_{\mathrm{RR}}
mielke-geometrodynamics_FO1384	280	1.000	\pi^{0} \rightarrow 2 \gamma
mielke-geometrodynamics_FO1385	282	0.775	\mathbb{R}^{4} \otimes \mathrm{SO}(1,3)
mielke-geometrodynamics_FO1386	283	1.000	d B=0
mielke-geometrodynamics_FO1387	284	0.999	\sigma=\sigma_{i} d x^{i}
mielke-geometrodynamics_FO1388	284	0.672	\mathrm{SL}(5, \mathbb{R})
mielke-geometrodynamics_FO1389	284	1.000	\operatorname{SL}(n+1, \mathbb{R})
mielke-geometrodynamics_FO1390	284	1.000	\operatorname{det} g=1
mielke-geometrodynamics_FO1391	284	1.000	n(n+2)
mielke-geometrodynamics_FO1392	284	1.000	\mathfrak{g l}(n, \mathbb{R})
mielke-geometrodynamics_FO1393	284	1.000	\alpha, \ldots, \delta=0, \ldots, n-1
mielke-geometrodynamics_FO1394	284	0.367	\ell P_{\alpha}:=Ł^{n+1}{ }_{\alpha}=L^{n+1}{ }_{\alpha}
mielke-geometrodynamics_FO1395	284	0.367	\ell P_{*}^{\beta}:=\swarrow^{\beta}{ }_{n+1}=L^{\beta}{ }_{n+1}
mielke-geometrodynamics_FO1396	285	0.998	P_{*}^{\alpha}
mielke-geometrodynamics_FO1397	285	0.998	P_{\beta}
mielke-geometrodynamics_FO1398	285	0.998	\operatorname{GL}(n, \mathbb{R})
mielke-geometrodynamics_FO1399	285	0.996	\mathrm{A}_{*}(n, \mathbb{R})
mielke-geometrodynamics_FO1400	285	0.998	\mathrm{SO}(n+1)
mielke-geometrodynamics_FO1401	285	1.000	\hat{g}_{A B}
mielke-geometrodynamics_FO1402	285	0.998	n(n+1) / 2
mielke-geometrodynamics_FO1403	285	0.999	A(x) \in \mathrm{A}_{*}(n, R)
mielke-geometrodynamics_FO1404	285	0.999	\Lambda(x) \in \mathrm{GL}(n, \mathbb{R})
mielke-geometrodynamics_FO1405	285	1.000	\tau(x):=\exp \left[\xi^{\alpha} P_{\alpha}\right] \in \mathscr{T}(n, R)
mielke-geometrodynamics_FO1406	285	1.000	\tau_{*}(x):=\exp \left[\xi_{\beta}^{*} P_{*}^{\beta}\right] \in \mathscr{T}_{*}(n, R)
mielke-geometrodynamics_FO1407	286	1.000	\ell \rightarrow \infty
mielke-geometrodynamics_FO1408	286	1.000	\operatorname{Ad} A(B)=[A, B]
mielke-geometrodynamics_FO1409	286	1.000	\hat{\Gamma}
mielke-geometrodynamics_FO1410	286	1.000	\Gamma^{(L)}
mielke-geometrodynamics_FO1411	286	0.990	\mathrm{GL}(n, \mathbb{R})
mielke-geometrodynamics_FO1412	287	0.998	D \tau(x):=d \tau(x)+\Gamma^{(L)} \tau(x)
mielke-geometrodynamics_FO1413	287	0.998	\Gamma^{(T)}
mielke-geometrodynamics_FO1414	287	0.998	\Gamma_{*}^{(T)}
mielke-geometrodynamics_FO1415	287	1.000	\xi=\xi^{\alpha} P_{\alpha}
mielke-geometrodynamics_FO1416	287	1.000	\xi_{*}=\xi_{\beta}^{*} P_{*}^{\beta}
mielke-geometrodynamics_FO1417	287	1.000	\mathscr{T}(n, R) \otimes \mathscr{T}_{*}(n, R)
mielke-geometrodynamics_FO1418	287	1.000	\xi=\xi^{*}=0
mielke-geometrodynamics_FO1419	287	1.000	\theta_{\alpha}=g_{\alpha \beta} \vartheta^{\beta}
mielke-geometrodynamics_FO1420	287	1.000	D \xi^{\alpha} \stackrel{*}{=} \vartheta^{\alpha}
mielke-geometrodynamics_FO1421	287	1.000	\xi^{\alpha}
mielke-geometrodynamics_FO1422	288	0.593	1 /[
mielke-geometrodynamics_FO1423	288	0.593	]
mielke-geometrodynamics_FO1424	288	0.593	P_{*}^{\beta}
mielke-geometrodynamics_FO1425	288	0.647	\vartheta^{\alpha}=\ell \Gamma_{\hat{4}}^{\alpha}
mielke-geometrodynamics_FO1426	288	0.647	\theta_{\beta}=\ell \Gamma_{\beta}{ }^{\hat{4}}
mielke-geometrodynamics_FO1427	288	1.000	\Lambda=3 / \ell^{2}
mielke-geometrodynamics_FO1428	289	0.998	d \hat{C}
mielke-geometrodynamics_FO1429	289	0.998	\Gamma_{A}{ }^{B}
mielke-geometrodynamics_FO1430	289	1.000	\hat{B}
mielke-geometrodynamics_FO1431	289	1.000	\hat{R}=0
mielke-geometrodynamics_FO1432	289	0.994	\eta_{A B C D E}:=\sqrt{\hat{g}} \varepsilon_{A B C D E}
mielke-geometrodynamics_FO1433	289	1.000	\varepsilon_{A B C D E}
mielke-geometrodynamics_FO1434	289	0.913	\hat{g}
mielke-geometrodynamics_FO1435	289	1.000	B^{A B}:=\hat{g}^{A C} B_{C}{ }^{B}
mielke-geometrodynamics_FO1436	289	0.853	\operatorname{SO}(2,3)
mielke-geometrodynamics_FO1437	289	0.853	\eta_{A B C D E}
mielke-geometrodynamics_FO1438	289	0.997	\Phi^{A}=\left\{\phi^{\alpha}, \phi^{\hat{4}}\right\}
mielke-geometrodynamics_FO1439	289	0.988	U\left(\Phi^{B} \Phi_{B}\right)
mielke-geometrodynamics_FO1441	290	0.995	d C_{\mathrm{RR}}
mielke-geometrodynamics_FO1442	290	0.989	\stackrel{\circ}{\Gamma}^{\alpha \beta}=
mielke-geometrodynamics_FO1443	290	1.000	-\stackrel{\circ}{\Gamma}^{\beta \alpha}
mielke-geometrodynamics_FO1444	290	1.000	B^{\alpha \beta}
mielke-geometrodynamics_FO1445	290	1.000	\mu \neq 0
mielke-geometrodynamics_FO1446	291	1.000	\vartheta^{\alpha}=g^{\alpha \beta} \theta_{\beta}
mielke-geometrodynamics_FO1447	291	1.000	\kappa=
mielke-geometrodynamics_FO1448	291	1.000	8 \pi G_{\mathrm{N}}=8 \pi \ell_{\text {Planck }}^{2}
mielke-geometrodynamics_FO1449	291	1.000	\rho_{\Lambda}=\Lambda / \kappa=\Omega_{\Lambda} \rho_{\text {crit }}<\rho_{\text {crit }}
mielke-geometrodynamics_FO1450	291	1.000	\kappa=\mu \ell^{2} / 4
mielke-geometrodynamics_FO1451	291	1.000	\Lambda=12 \kappa / \mu \ell^{4}=3 / \ell^{2}
mielke-geometrodynamics_FO1452	291	1.000	\mu \simeq 10^{-123}
mielke-geometrodynamics_FO1453	291	1.000	\hat{B} \wedge \hat{B}
mielke-geometrodynamics_FO1454	291	1.000	G_{\mathrm{N}}
mielke-geometrodynamics_FO1455	292	0.997	O(5)
mielke-geometrodynamics_FO1456	292	0.466	\operatorname{SO}(1,3)
mielke-geometrodynamics_FO1457	292	1.000	g_{i j}
mielke-geometrodynamics_FO1458	292	0.999	\Gamma_{4}{ }^{\alpha} \otimes_{\mathrm{s}} \Gamma_{\alpha}{ }^{4}
mielke-geometrodynamics_FO1459	292	1.000	\ell^{2} / \mu^{2}=\left(\kappa / 4 \Lambda_{\mathrm{H}}\right)
mielke-geometrodynamics_FO1460	294	1.000	W^{+}
mielke-geometrodynamics_FO1461	294	1.000	W^{-}
mielke-geometrodynamics_FO1462	294	0.633	\mu \rightarrow 0
mielke-geometrodynamics_FO1463	294	1.000	d s
mielke-geometrodynamics_FO1464	294	1.000	1 / \alpha:=
mielke-geometrodynamics_FO1465	295	1.000	\hbar c / e^{2} \simeq 137
mielke-geometrodynamics_FO1466	295	1.000	1 / \mu \simeq 10^{123}
mielke-geometrodynamics_FO1467	295	0.991	C_{\mathrm{TT}}
mielke-geometrodynamics_FO1468	295	1.000	\mathfrak{g l}(4, \mathbb{R})
mielke-geometrodynamics_FO1469	296	0.865	\operatorname{Ric}_{\alpha \beta}:=(-1)^{\text {sig }} *
mielke-geometrodynamics_FO1470	296	0.998	\left(R_{(\alpha}{ }^{\delta} \wedge \eta_{\delta \mid \beta)}\right)
mielke-geometrodynamics_FO1471	300	1.000	\mathscr{S}:=\mathscr{M} / \mathscr{D}
mielke-geometrodynamics_FO1472	300	1.000	\mathscr{D}
mielke-geometrodynamics_FO1473	300	1.000	\mathrm{M}^{3}
mielke-geometrodynamics_FO1474	301	1.000	\mathrm{F}_{i j}
mielke-geometrodynamics_FO1475	301	1.000	g_{[i j]} g^{[i j]}
mielke-geometrodynamics_FO1476	301	1.000	\mathrm{g}_{[i j]}:=\ell^{* 2} \mathrm{~F}_{i j}
mielke-geometrodynamics_FO1477	301	1.000	m \in M
mielke-geometrodynamics_FO1478	303	1.000	\Sigma_{\omega}
mielke-geometrodynamics_FO1479	304	0.995	\Sigma_{\text {mat }}=0
mielke-geometrodynamics_FO1480	304	1.000	\delta=\pi / 2
mielke-geometrodynamics_FO1481	305	1.000	\Sigma_{\mathrm{YM}}
mielke-geometrodynamics_FO1482	305	1.000	\cos ^{2} \delta+
mielke-geometrodynamics_FO1483	305	1.000	\sin ^{2} \delta=1
mielke-geometrodynamics_FO1484	307	0.999	R_{i j}^{\{ \}}
mielke-geometrodynamics_FO1485	307	0.993	\bar{\tau}_{e}
mielke-geometrodynamics_FO1486	307	0.993	\bar{\tau}_{p}
mielke-geometrodynamics_FO1487	308	1.000	\delta=0
mielke-geometrodynamics_FO1488	308	0.562	\xi \wedge \vartheta
mielke-geometrodynamics_FO1489	308	0.562	{ }^{*} \xi \wedge \vartheta
mielke-geometrodynamics_FO1490	308	0.966	d \delta
mielke-geometrodynamics_FO1491	308	0.966	{ }^{*} \Sigma_{\mathrm{YM}}(\xi)
mielke-geometrodynamics_FO1492	309	1.000	d d \delta \equiv 0
mielke-geometrodynamics_FO1493	309	0.928	b_{1}=\operatorname{dim} H^{1}(M)=\nu
mielke-geometrodynamics_FO1494	309	1.000	v
mielke-geometrodynamics_FO1495	310	1.000	(1962,1969)
mielke-geometrodynamics_FO1496	311	1.000	\mathrm{n}=4+\mathrm{K}
mielke-geometrodynamics_FO1497	311	0.844	(1926,1928)
mielke-geometrodynamics_FO1498	312	1.000	M^{4+K}
mielke-geometrodynamics_FO1499	312	1.000	\hat{L}\left(M^{4+K}\right)
mielke-geometrodynamics_FO1500	312	0.998	\hat{\vartheta}
mielke-geometrodynamics_FO1501	312	1.000	\hat{E} \approx M^{4} \times B
mielke-geometrodynamics_FO1502	312	1.000	G / H
mielke-geometrodynamics_FO1503	312	0.951	\mathrm{K}=\operatorname{dim} \mathrm{G}
mielke-geometrodynamics_FO1504	312	0.600	P\left(M^{4}, G, \pi, \delta\right)
mielke-geometrodynamics_FO1505	312	0.983	P\left(M^{4}, N / H, \pi, \delta\right)
mielke-geometrodynamics_FO1506	312	1.000	\hat{E}
mielke-geometrodynamics_FO1507	312	1.000	M^{4} \times G / H
mielke-geometrodynamics_FO1508	312	0.996	\hat{E}\left(M^{4}, F=G / H, N / H, P\right)
mielke-geometrodynamics_FO1509	312	0.996	N / H
mielke-geometrodynamics_FO1510	312	0.858	\omega=\omega^{j}{ }_{\alpha} L_{j} \otimes \vartheta^{\alpha}
mielke-geometrodynamics_FO1511	312	0.760	\stackrel{\circ}{\vartheta}
mielke-geometrodynamics_FO1512	312	0.760	T_{e}{ }^{*}(G)
mielke-geometrodynamics_FO1513	312	1.000	\xi^{j}
mielke-geometrodynamics_FO1514	312	1.000	\varphi_{j}
mielke-geometrodynamics_FO1515	312	1.000	d \xi^{j}
mielke-geometrodynamics_FO1516	312	1.000	I_{j}
mielke-geometrodynamics_FO1517	312	0.881	V=V^{j} I_{j}, \stackrel{\circ}{\vartheta}
mielke-geometrodynamics_FO1518	312	1.000	\stackrel{\circ}{\omega}
mielke-geometrodynamics_FO1519	313	1.000	\stackrel{\circ}{\Theta}
mielke-geometrodynamics_FO1520	313	1.000	\stackrel{\circ}{\Omega}
mielke-geometrodynamics_FO1521	313	0.811	b=1 / 2
mielke-geometrodynamics_FO1522	313	1.000	\stackrel{\circ}{R}=1 / 4
mielke-geometrodynamics_FO1523	313	1.000	b=0,1
mielke-geometrodynamics_FO1524	313	1.000	\operatorname{Tr}(\stackrel{\circ}{\vartheta} \otimes \stackrel{\circ}{\vartheta})
mielke-geometrodynamics_FO1525	313	1.000	\stackrel{\circ}{g}_{i j}
mielke-geometrodynamics_FO1526	313	0.997	\operatorname{Tr}(\omega \otimes \stackrel{\circ}{\vartheta})
mielke-geometrodynamics_FO1527	313	0.997	\operatorname{Tr}(\omega \otimes \omega)
mielke-geometrodynamics_FO1528	313	1.000	d \hat{s}^{2}
mielke-geometrodynamics_FO1529	313	0.983	\mathrm{G} \times \mathrm{G} / \mathrm{G}_{\mathrm{D}}
mielke-geometrodynamics_FO1530	313	0.983	\mathrm{G}_{\mathrm{D}}
mielke-geometrodynamics_FO1531	314	1.000	\hat{L}(\hat{E})
mielke-geometrodynamics_FO1532	314	0.998	L\left(M^{4}\right), \stackrel{\circ}{\omega}
mielke-geometrodynamics_FO1533	314	0.998	\hat{\alpha}
mielke-geometrodynamics_FO1534	314	0.514	4+\mathrm{K}
mielke-geometrodynamics_FO1535	314	1.000	\hat{\Omega}
mielke-geometrodynamics_FO1536	314	0.917	(4+\mathrm{K})
mielke-geometrodynamics_FO1537	314	0.917	\hat{\mathrm{d}}
mielke-geometrodynamics_FO1538	315	0.980	M^{4}
mielke-geometrodynamics_FO1539	315	0.999	\Omega^{\prime}
mielke-geometrodynamics_FO1540	316	0.988	\alpha_{g}:=g^{2} / \hbar c
mielke-geometrodynamics_FO1541	316	0.988	\hat{L}_{\mathrm{W}}^{G}
mielke-geometrodynamics_FO1542	316	0.928	\stackrel{\circ}{R}
mielke-geometrodynamics_FO1543	316	0.928	\sqrt{\operatorname{det} \stackrel{\circ}{g}}
mielke-geometrodynamics_FO1544	316	1.000	M^{4+K} \approx M^{4} \times B
mielke-geometrodynamics_FO1545	316	1.000	R_{4} \gg R_{K}
mielke-geometrodynamics_FO1546	316	0.611	\mathscr{D}\left(M^{4+K}\right)
mielke-geometrodynamics_FO1547	316	0.686	R_{\circ}
mielke-geometrodynamics_FO1548	317	0.998	Y_{n}(B)
mielke-geometrodynamics_FO1549	317	0.998	B=G / H
mielke-geometrodynamics_FO1550	317	1.000	M^{4} \times S^{1}
mielke-geometrodynamics_FO1551	317	0.725	R_{\mathrm{o}}
mielke-geometrodynamics_FO1552	317	1.000	S^{1}
mielke-geometrodynamics_FO1553	318	1.000	S U(2) \times U(1)
mielke-geometrodynamics_FO1554	318	0.948	\mathbb{C} P^{2}=S U(3) / U(2)
mielke-geometrodynamics_FO1555	318	0.948	S^{n}
mielke-geometrodynamics_FO1556	318	0.994	M^{4} \times B
mielke-geometrodynamics_FO1557	318	1.000	\mathrm{n}=11
mielke-geometrodynamics_FO1558	318	0.874	S^{7}=S O(8) / S O(7)
mielke-geometrodynamics_FO1559	318	0.999	\mathrm{K}=4+2+1=7
mielke-geometrodynamics_FO1560	319	1.000	\mathrm{n}=4+7=11
mielke-geometrodynamics_FO1561	319	1.000	(\mathscr{N}=1)
mielke-geometrodynamics_FO1562	319	1.000	\overline{\mathrm{s}} \leq 3 / 2
mielke-geometrodynamics_FO1563	319	1.000	\overline{\mathrm{s}}=2
mielke-geometrodynamics_FO1564	319	0.928	A_{\text {IJK }}
mielke-geometrodynamics_FO1565	319	0.835	M^{11}=(\mathrm{AdS})^{4} \times S^{7}
mielke-geometrodynamics_FO1566	319	1.000	\tilde{\mathrm{S}}^{7}
mielke-geometrodynamics_FO1567	319	1.000	M^{5}=\mathbb{R}^{4} \times S^{1}
mielke-geometrodynamics_FO1568	320	0.994	\mathrm{E}_{2,4}
mielke-geometrodynamics_FO1569	320	0.998	\hat{\omega}
mielke-geometrodynamics_FO1570	320	1.000	\hat{\psi}
mielke-geometrodynamics_FO1571	320	1.000	2^{[2+\mathrm{K} / 2]}
mielke-geometrodynamics_FO1572	320	1.000	\chi_{\rho F}^{ \pm}(\xi)
mielke-geometrodynamics_FO1573	320	0.989	\stackrel{\circ}{\gamma}^{K+1}
mielke-geometrodynamics_FO1574	321	1.000	\tilde{\omega}^{\mathrm{g}}
mielke-geometrodynamics_FO1575	321	1.000	\gamma \wedge \gamma \wedge{ }^{*} \Omega \psi
mielke-geometrodynamics_FO1576	321	0.527	\hat{\mathrm{m}}=0
mielke-geometrodynamics_FO1577	322	1.000	\stackrel{\circ}{D}
mielke-geometrodynamics_FO1578	322	1.000	\stackrel{\circ}{\tilde{\omega}}
mielke-geometrodynamics_FO1579	322	0.978	i \not D^{\text {(int) }}
mielke-geometrodynamics_FO1580	322	1.000	\gamma^{5} \psi=(\mp) \psi
mielke-geometrodynamics_FO1581	322	1.000	n=4+K
mielke-geometrodynamics_FO1582	322	0.999	\widetilde{S O}(1,3+K)
mielke-geometrodynamics_FO1583	322	0.995	\hat{\gamma}^{n+1}
mielke-geometrodynamics_FO1584	322	0.615	\overparen{S O}(1,3) \otimes \widetilde{S O}(K)
mielke-geometrodynamics_FO1585	322	1.000	n=2 p+1
mielke-geometrodynamics_FO1586	322	1.000	\hat{\gamma}^{A} \rightarrow-\hat{\gamma}^{A}
mielke-geometrodynamics_FO1587	322	1.000	\hat{\sigma}^{A B}
mielke-geometrodynamics_FO1588	322	1.000	\hat{\gamma}^{n+1} \rightarrow-\hat{\gamma}^{n+1}
mielke-geometrodynamics_FO1589	322	1.000	n=4 p
mielke-geometrodynamics_FO1590	322	1.000	n=4 p+2
mielke-geometrodynamics_FO1591	323	0.543	i \not D^{(\text {int })}
mielke-geometrodynamics_FO1592	323	1.000	\mathrm{D}^{*}={ }^{*} \mathrm{D}
mielke-geometrodynamics_FO1593	323	0.922	\stackrel{\circ}{\Theta}=0
mielke-geometrodynamics_FO1594	324	1.000	n>2
mielke-geometrodynamics_FO1595	324	0.999	n=11
mielke-geometrodynamics_FO1596	324	0.999	G=\mathrm{SO}(32)
mielke-geometrodynamics_FO1597	324	1.000	\mathrm{E}_{8} \times \mathrm{E}_{8}
mielke-geometrodynamics_FO1598	324	1.000	n=10+\operatorname{dim} G=506
mielke-geometrodynamics_FO1599	324	0.993	{ }^{10} J_{3} \hbar
mielke-geometrodynamics_FO1600	324	1.000	\sqrt{J(J+1)} \hbar
mielke-geometrodynamics_FO1601	324	1.000	Q^{(i)}
mielke-geometrodynamics_FO1602	324	1.000	P^{(i)}
mielke-geometrodynamics_FO1603	324	1.000	J_{3} \hat{=} J
mielke-geometrodynamics_FO1604	325	0.798	r^{2} e^{v}
mielke-geometrodynamics_FO1605	326	0.976	\bar{Q}^{(\mathrm{o})}
mielke-geometrodynamics_FO1606	326	0.976	J_{3} \hbar
mielke-geometrodynamics_FO1607	326	1.000	\mu_{m}=\frac{Q_{e}}{M} J
mielke-geometrodynamics_FO1608	326	0.823	\mathrm{M}_{\mathrm{ir}}
mielke-geometrodynamics_FO1609	326	0.938	\mathrm{M}_{\mathrm{ir}}, \bar{Q}^{(\circ)}
mielke-geometrodynamics_FO1610	326	0.811	J \hat{=} J_{3}=0
mielke-geometrodynamics_FO1611	327	1.000	\lambda_{3}
mielke-geometrodynamics_FO1612	327	1.000	\sigma_{3}
mielke-geometrodynamics_FO1613	327	1.000	\Delta
mielke-geometrodynamics_FO1614	327	0.993	r=r_{\mathrm{o}}
mielke-geometrodynamics_FO1615	327	1.000	r=0
mielke-geometrodynamics_FO1616	328	0.672	Q=-\bar{Q} \cos \delta
mielke-geometrodynamics_FO1617	328	1.000	P=-\bar{Q} \sin \delta
mielke-geometrodynamics_FO1618	328	1.000	\mathrm{S}_{\mathrm{A}}
mielke-geometrodynamics_FO1619	328	0.546	\bar{Q}
mielke-geometrodynamics_FO1620	328	0.990	1 / \kappa
mielke-geometrodynamics_FO1621	330	1.000	\mathrm{d}=10
mielke-geometrodynamics_FO1622	335	1.000	1 / \alpha_{e}
mielke-geometrodynamics_FO1623	335	0.967	m_{\pi}=2 m_{e} / \alpha_{e}
mielke-geometrodynamics_FO1624	335	0.829	S U(3)^{c}
mielke-geometrodynamics_FO1625	336	0.924	f_{i j}
mielke-geometrodynamics_FO1626	336	0.924	\vartheta^{f}
mielke-geometrodynamics_FO1627	336	0.924	\vartheta^{g}
mielke-geometrodynamics_FO1628	336	1.000	L_{f g}
mielke-geometrodynamics_FO1629	336	1.000	\vartheta^{\mathrm{f}}
mielke-geometrodynamics_FO1630	336	1.000	b-4
mielke-geometrodynamics_FO1631	337	1.000	\sum^{f}
mielke-geometrodynamics_FO1632	337	1.000	\sum^{g}
mielke-geometrodynamics_FO1633	338	0.921	\mathrm{G}_{\mathrm{N}}
mielke-geometrodynamics_FO1634	338	0.921	\mathrm{G}_{\mathrm{S}}
mielke-geometrodynamics_FO1635	338	1.000	=10^{-13} \mathrm{~cm}
mielke-geometrodynamics_FO1636	338	1.000	\mathrm{f}^{0}
mielke-geometrodynamics_FO1637	339	1.000	\mu^{g}, \mu^{f}
mielke-geometrodynamics_FO1638	339	1.000	\mathrm{u}=1 / 2
mielke-geometrodynamics_FO1639	339	0.992	\mu^{g}=\Lambda=0
mielke-geometrodynamics_FO1640	339	1.000	m_{f}=1-2 \mathrm{GeV} / c^{2}
mielke-geometrodynamics_FO1641	340	1.000	E_{j}^{\beta}
mielke-geometrodynamics_FO1642	340	1.000	\Gamma_{i}^{\alpha \beta}
mielke-geometrodynamics_FO1643	340	1.000	\left(\frac{1}{2}, \frac{1}{2}\right)
mielke-geometrodynamics_FO1644	340	1.000	(1,0) \oplus
mielke-geometrodynamics_FO1645	340	0.609	(0,1)
mielke-geometrodynamics_FO1646	340	0.609	\operatorname{spin} \bar{s}_{a}=1
mielke-geometrodynamics_FO1647	340	1.000	\bar{s}=2
mielke-geometrodynamics_FO1648	340	1.000	\Lambda_{\text {eff }} \neq 0
mielke-geometrodynamics_FO1649	341	1.000	\ell=\ell^{*} / \sqrt{\kappa}
mielke-geometrodynamics_FO1650	341	1.000	1 / \sqrt{\kappa}
mielke-geometrodynamics_FO1651	341	1.000	10^{13} \mathrm{~cm}
mielke-geometrodynamics_FO1652	341	0.999	\ell^{2}
mielke-geometrodynamics_FO1653	341	0.999	\ell^{* 2}
mielke-geometrodynamics_FO1654	341	1.000	\kappa=0,38 \times 10^{-38}
mielke-geometrodynamics_FO1655	342	1.000	10^{20}
mielke-geometrodynamics_FO1656	342	1.000	\mathrm{M}_{\mathrm{U}}
mielke-geometrodynamics_FO1657	342	1.000	\mathrm{M}_{\mathrm{P}}
mielke-geometrodynamics_FO1658	342	1.000	\ell_{\mathrm{H}}
mielke-geometrodynamics_FO1659	342	1.000	S U(f)
mielke-geometrodynamics_FO1660	342	0.995	S U(4)
mielke-geometrodynamics_FO1661	342	0.997	S U(5)
mielke-geometrodynamics_FO1662	343	0.999	S O(3) \approx S U(2)
mielke-geometrodynamics_FO1663	343	1.000	S U(4) \approx S O(6) \supset
mielke-geometrodynamics_FO1664	343	1.000	S O(4) \approx S U(2) \times S U(2)
mielke-geometrodynamics_FO1665	343	1.000	S U(6)
mielke-geometrodynamics_FO1666	343	1.000	J=1 / 2
mielke-geometrodynamics_FO1667	343	1.000	J=3 / 2
mielke-geometrodynamics_FO1668	343	1.000	S L(6, \mathbb{C}) \supset S L(2, \mathbb{C}) \times S U(3)
mielke-geometrodynamics_FO1669	343	0.962	\mathrm{SU}(3)
mielke-geometrodynamics_FO1670	343	1.000	S L(6, \mathbb{C})
mielke-geometrodynamics_FO1671	343	0.933	\mathrm{P}(\mathrm{M}, \overline{\mathrm{G}}, \pi, \delta)
mielke-geometrodynamics_FO1672	343	1.000	[S U(4) \otimes]^{4}
mielke-geometrodynamics_FO1673	343	1.000	f=c=4
mielke-geometrodynamics_FO1674	344	0.993	\overline{\mathrm{L}}(\mathrm{M})
mielke-geometrodynamics_FO1675	344	0.993	\mathrm{A}_{2}
mielke-geometrodynamics_FO1676	344	0.995	S L(2 N, \mathbb{C}) \supset S L(2, \mathbb{C}) \times U(N)
mielke-geometrodynamics_FO1677	344	1.000	\lambda_{i}
mielke-geometrodynamics_FO1678	344	1.000	\mathrm{N}^{2}-1
mielke-geometrodynamics_FO1679	344	0.983	\operatorname{SU}(N)
mielke-geometrodynamics_FO1680	345	1.000	\mathrm{A}_{i}
mielke-geometrodynamics_FO1681	345	0.998	\bar{\gamma}
mielke-geometrodynamics_FO1682	345	1.000	L_{\mathrm{W}}(\mathrm{f})
mielke-geometrodynamics_FO1683	345	1.000	f=c=0
mielke-geometrodynamics_FO1684	345	1.000	f=3
mielke-geometrodynamics_FO1685	345	0.987	c=0
mielke-geometrodynamics_FO1686	345	0.987	\bar{L}_{\mathrm{fg}}
mielke-geometrodynamics_FO1687	346	1.000	G=S U(2)
mielke-geometrodynamics_FO1688	346	0.989	S U(4)^{f} \otimes S U(4)^{c}
mielke-geometrodynamics_FO1689	346	1.000	S L(8, \mathbb{C})^{f} \otimes S U(8, \mathbb{C})^{c}
mielke-geometrodynamics_FO1690	347	1.000	M=\mathbb{R} \times S^{1} \times S^{2}
mielke-geometrodynamics_FO1691	348	0.994	G L(8, \mathbb{C})^{f} \otimes
mielke-geometrodynamics_FO1692	348	1.000	G L(8, \mathbb{C})^{c}
mielke-geometrodynamics_FO1693	348	1.000	U(5)
mielke-geometrodynamics_FO1694	348	0.987	S O(1,9)
mielke-geometrodynamics_FO1695	348	0.987	S O(10)
mielke-geometrodynamics_FO1696	348	0.994	S O(1,13)
mielke-geometrodynamics_FO1697	348	0.998	S O(4, \mathbb{C})
mielke-geometrodynamics_FO1698	348	0.995	E(8)
mielke-geometrodynamics_FO1699	348	0.995	E(10)
mielke-geometrodynamics_FO1700	349	0.984	(5, \mathbb{C})
mielke-geometrodynamics_FO1701	349	0.992	\operatorname{SL}(2 \mathrm{n}, \mathbb{C}) \otimes \operatorname{SL}(2, \mathbb{C})
mielke-geometrodynamics_FO1702	349	0.998	1000 \mathrm{~m}_{\mathrm{W}}
mielke-geometrodynamics_FO1703	350	0.473	2 \mathrm{n}, \mathbb{C}
mielke-geometrodynamics_FO1704	350	0.805	2^{+}
mielke-geometrodynamics_FO1705	354	0.952	\mathrm{R}-\mathrm{R}_{\mathrm{o}}
mielke-geometrodynamics_FO1706	354	1.000	(1966,1967)
mielke-geometrodynamics_FO1707	354	1.000	\kappa>0
mielke-geometrodynamics_FO1708	354	0.983	2 \mu / \mathrm{r}
mielke-geometrodynamics_FO1709	355	1.000	\ell_{m}
mielke-geometrodynamics_FO1710	355	0.998	\mathrm{F}=\mathrm{F}_{\mathrm{nm}}^{\iota}\left(\rho^{*}\right)
mielke-geometrodynamics_FO1711	356	0.877	\iota=0
mielke-geometrodynamics_FO1712	357	1.000	\rho^{*}=\frac{\pi}{2}
mielke-geometrodynamics_FO1713	357	1.000	\beta^{2}<2
mielke-geometrodynamics_FO1714	357	1.000	\mathrm{V}(\mathrm{r})=2 \mu / \mathrm{r}+\mathrm{cr}
mielke-geometrodynamics_FO1715	358	0.997	\overline{\mathrm{Q}}
mielke-geometrodynamics_FO1716	358	1.000	\mathrm{Q}_{\mathrm{e}}
mielke-geometrodynamics_FO1717	358	0.522	\mathrm{M}_{\text {ir }}
mielke-geometrodynamics_FO1718	358	0.630	\mathrm{M}^{*}:=\hbar \sqrt{8 \pi} / \ell^{*} \mathrm{c}
mielke-geometrodynamics_FO1719	358	0.966	\mathrm{M}_{\text {ir }}=\mathrm{M}^{*}=1 \mathrm{GeV} / \mathrm{c}^{2}
mielke-geometrodynamics_FO1720	359	0.999	M, J
mielke-geometrodynamics_FO1721	359	0.999	I
mielke-geometrodynamics_FO1722	359	1.000	\mathrm{J}=0
mielke-geometrodynamics_FO1723	359	0.999	\mathrm{b}=\frac{1}{5}
mielke-geometrodynamics_FO1724	359	0.998	\Lambda(1116)
mielke-geometrodynamics_FO1725	360	1.000	k_{B}=8.6 \times 10^{-5} \mathrm{eV} / \mathrm{K}
mielke-geometrodynamics_FO1726	362	0.877	S U(8)
mielke-geometrodynamics_FO1727	362	0.824	(6, \mathbb{C})
mielke-geometrodynamics_FO1738	365	0.998	2 \times 2
mielke-geometrodynamics_FO1739	365	0.984	\mathrm{C}(0,2)=\mathbb{H}
mielke-geometrodynamics_FO1740	365	0.989	4 \times 4
mielke-geometrodynamics_FO1741	366	1.000	4<2 \mathrm{p}+1<2 \mathrm{p}+2 \leq n=2 l+2
mielke-geometrodynamics_FO1742	366	0.997	\emptyset
mielke-geometrodynamics_FO1743	366	1.000	\mathrm{T}_{1}
mielke-geometrodynamics_FO1744	366	1.000	\mathrm{m}_{1}, \mathrm{~m}_{2} \in \mathrm{X}
mielke-geometrodynamics_FO1745	366	1.000	\mathrm{U}_{\mathrm{i}} \ni \mathrm{m}_{\mathrm{i}}
mielke-geometrodynamics_FO1746	366	1.000	\mathrm{T}_{2}
mielke-geometrodynamics_FO1747	366	0.566	\mathrm{U}_{1} \bigcap \mathrm{U}_{2}=\varnothing
mielke-geometrodynamics_FO1748	367	1.000	\sigma: \mathrm{M} \rightarrow \mathrm{N}
mielke-geometrodynamics_FO1749	367	1.000	\mathrm{M} \approx
mielke-geometrodynamics_FO1750	367	1.000	\mathrm{N} \approx \mathbb{R}^{\mathrm{n}}
mielke-geometrodynamics_FO1751	367	0.980	{ }^{-1}
mielke-geometrodynamics_FO1752	367	0.990	\sigma_{*}: \mathrm{T}_{\mathrm{m}}(\mathrm{M}) \rightarrow \mathrm{T}_{\sigma(\mathrm{m})}(\mathrm{N})
mielke-geometrodynamics_FO1753	367	0.999	\sigma(\mathrm{s}(\mathrm{t}))
mielke-geometrodynamics_FO1754	367	1.000	e^{f}
mielke-geometrodynamics_FO1755	367	1.000	\sigma_{*}
mielke-geometrodynamics_FO1756	367	1.000	\sigma_{*}^{\mathrm{T}}: T_{\sigma(\mathrm{m})}^{*}(\mathrm{~N}) \rightarrow \mathrm{T}_{\mathrm{M}}^{*}(\mathrm{M})
mielke-geometrodynamics_FO1757	367	1.000	{ }^{*} \alpha
mielke-geometrodynamics_FO1758	368	0.858	(p, 0)
mielke-geometrodynamics_FO1759	369	0.982	{ }^{1} \mathrm{df}=\vartheta^{\alpha} \partial_{\alpha} \mathrm{f}
mielke-geometrodynamics_FO1760	369	0.937	\sigma_{*} \alpha^{(0)}:=\alpha^{(0)} \circ \sigma
mielke-geometrodynamics_FO1761	369	1.000	\varepsilon_{\alpha_{1} \ldots \alpha_{n}}
mielke-geometrodynamics_FO1762	369	0.999	\varepsilon_{\hat{1} \ldots \tilde{n}}=+1
mielke-geometrodynamics_FO1763	369	1.000	g_{\mathrm{ij}}
mielke-geometrodynamics_FO1764	369	0.997	\mathrm{df}=\left(\partial \mathrm{f} / \partial x^{i}\right) d x^{i}
mielke-geometrodynamics_FO1765	371	1.000	\delta \alpha=0
mielke-geometrodynamics_FO1766	371	0.901	\mathrm{B}(\mathrm{M}):=\mathrm{d} \mathrm{D}(\mathrm{M})
mielke-geometrodynamics_FO1767	371	1.000	\mathrm{B}^{0}(\mathrm{M})=0
mielke-geometrodynamics_FO1768	372	0.995	\mathrm{H}^{\mathrm{p}}(\mathrm{M})
mielke-geometrodynamics_FO1769	372	1.000	\mathrm{t}=-1
mielke-geometrodynamics_FO1770	372	0.998	\eta_{\mathrm{i}}
mielke-geometrodynamics_FO1771	373	0.843	\mathrm{c}: \Delta_{\mathrm{p}} \rightarrow \mathrm{M}
mielke-geometrodynamics_FO1772	373	0.843	\mathrm{C}_{\mathrm{p}}(\mathrm{M}, \mathbb{R})
mielke-geometrodynamics_FO1773	373	1.000	\partial \mathrm{c}
mielke-geometrodynamics_FO1774	373	0.997	\mathrm{Z}_{\mathrm{p}}(\mathrm{M}, \mathbb{R})=(\operatorname{Ker} \partial)_{\mathrm{p}}, \mathrm{B}_{\mathrm{p}}(\mathrm{M}, \mathbb{R}):=(\operatorname{lm} \partial)_{\mathrm{p}}
mielke-geometrodynamics_FO1775	373	1.000	\mathrm{N}_{(\mathrm{p})} \subset \mathrm{M}
mielke-geometrodynamics_FO1776	373	1.000	\mathrm{N}_{(\mathrm{p})}
mielke-geometrodynamics_FO1777	373	1.000	\mathrm{c}_{\mathrm{p}} \in \mathrm{C}_{\mathrm{p}}(\mathrm{M}, \mathbb{R})
mielke-geometrodynamics_FO1778	374	1.000	\mathrm{H}^{\mathrm{P}}(\mathrm{M}) \times \mathrm{H}_{\mathrm{p}}(\mathrm{M}, \mathbb{R}) \rightarrow \mathbb{R}
mielke-geometrodynamics_FO1779	375	1.000	\mathrm{g} \in \mathrm{G}
mielke-geometrodynamics_FO1780	375	1.000	\mathrm{G} \times \mathrm{G} \rightarrow \mathrm{G}
mielke-geometrodynamics_FO1781	375	0.999	\left(\mathrm{g}_{1}, \mathrm{~g}_{2}\right) \rightarrow \mathrm{g}_{1} \mathrm{~g}_{2}^{-1}
mielke-geometrodynamics_FO1782	375	1.000	\mathrm{G}=\mathrm{GL}(\mathrm{N}, \mathbb{C})
mielke-geometrodynamics_FO1783	375	0.999	\mathrm{T}_{\mathrm{e}}(\mathrm{G})
mielke-geometrodynamics_FO1784	375	0.999	\mathrm{e} \in \mathrm{G}
mielke-geometrodynamics_FO1785	375	0.952	\xi=\left\{\xi^{\mathrm{j}}, \mathrm{j}=1, \ldots, \mathrm{~K}\right\}
mielke-geometrodynamics_FO1786	375	0.943	\mathrm{c}_{\mathrm{ij}}^{\mathrm{k}}
mielke-geometrodynamics_FO1787	376	1.000	\mathrm{A}=\mathrm{A}^{\mathrm{i}} \mathrm{I}_{\mathrm{i}}
mielke-geometrodynamics_FO1788	376	1.000	\mathrm{B}=\mathrm{B}^{\mathrm{j}} \mathrm{I}_{\mathrm{j}}
mielke-geometrodynamics_FO1789	376	1.000	\stackrel{\circ}{g}_{l s}
mielke-geometrodynamics_FO1790	376	0.863	\mathfrak{g l}(\mathrm{N}, \mathbb{C})
mielke-geometrodynamics_FO1791	376	0.737	\mathrm{G}=\exp ^{\mathrm{Trg}}
mielke-geometrodynamics_FO1792	377	0.995	\xi^{\mathrm{j}}
mielke-geometrodynamics_FO1793	377	1.000	\lambda_{\mathrm{j}}