killing1889: formula evidence

The rendered column is KaTeX, and KaTeX has no preamble. It cannot use \usepackage or this document’s own macros. Corpus-wide, \bm occurs 327 times, \Perp is defined by no package and spans 10 documents, and 11,088 of 11,624 undefined occurrences are the source document’s own macros. A row that looks wrong here may be correct, and one that looks right here may not compile. The LaTeX report renders through the document’s own preamble and is the surface to judge from.

763 rows

Inline formulas (first occurrence) (763)

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
killing1889_FO0001	2	0.880	r
killing1889_FO0002	2	0.931	X_{1} f \ldots X_{r} f
killing1889_FO0003	2	0.523	\left(X_{i}, X_{x}\right)
killing1889_FO0004	2	0.548	(\iota x \lambda)
killing1889_FO0005	2	0.925	\iota, x
killing1889_FO0006	2	0.925	m(<r)
killing1889_FO0007	2	0.820	1 \ldots m
killing1889_FO0008	2	0.820	\frac{m(m-1)}{2}
killing1889_FO0009	2	0.820	\left(X_{i} X_{x}\right)
killing1889_FO0010	2	0.820	X_{1} f \ldots X_{m} f
killing1889_FO0011	2	0.577	\iota=1 \ldots m, \varrho=1 \ldots r
killing1889_FO0012	2	0.577	\left(X_{\imath} X_{\rho^{\prime}}\right)
killing1889_FO0013	2	0.927	\Sigma \eta_{i} X_{i} f
killing1889_FO0014	2	0.659	r+1
killing1889_FO0015	2	0.659	\omega, \xi_{1} \ldots \xi_{r}
killing1889_FO0016	2	0.927	\omega
killing1889_FO0017	2	0.909	\xi_{1}: \xi_{2}: \cdots: \xi
killing1889_FO0018	2	0.928	\psi_{1}(\eta), \psi_{2}(\eta) \ldots \psi_{r-1}(\eta)
killing1889_FO0019	2	0.909	l
killing1889_FO0020	3	0.911	k
killing1889_FO0021	3	0.521	\psi_{r-1}(\eta) \ldots \psi_{r-2+1}(\eta)
killing1889_FO0022	3	0.521	\psi_{r-1}(\eta)
killing1889_FO0023	3	0.898	\psi_{r-1}(\eta) \ldots \psi_{r-k+1}(\eta)
killing1889_FO0024	3	0.563	(r-k+1)^{\text {tea }}
killing1889_FO0025	3	0.316	\left\|\gamma_{1 x}\right\|=\left\|\sum c_{\rho_{2 x}} \eta_{e}\right\|
killing1889_FO0026	3	0.915	=k
killing1889_FO0027	3	0.186	\omega_{t}
killing1889_FO0028	3	0.186	\omega_{x}
killing1889_FO0029	3	0.186	a_{t x}
killing1889_FO0030	3	0.186	a_{x i}
killing1889_FO0031	3	0.920	\omega_{i}
killing1889_FO0032	3	0.920	\omega_{i}+a_{i x} \omega_{x}
killing1889_FO0033	3	0.360	\omega_{x}+a_{x} \omega_{c}
killing1889_FO0034	3	0.742	a
killing1889_FO0035	3	0.742	\omega_{i}+a \omega_{x}
killing1889_FO0036	3	0.742	a_{i}
killing1889_FO0037	3	0.840	a_{i x}
killing1889_FO0038	3	0.320	x
killing1889_FO0039	3	0.929	a_{2 x}
killing1889_FO0040	3	0.929	\lambda
killing1889_FO0041	3	0.922	a_{\times 2}
killing1889_FO0042	3	0.905	1 \ldots l
killing1889_FO0043	3	0.918	l=2,4,6,7,8
killing1889_FO0044	4	0.185	\left\|\sum \eta_{e} c_{e l x}\right\|
killing1889_FO0045	4	0.185	\left\|\gamma_{i x}\right\|
killing1889_FO0046	4	0.893	X_{r} f
killing1889_FO0047	4	0.912	\eta_{r} X_{r} f+\eta_{r-1} X_{r-1} f
killing1889_FO0048	4	0.915	\varepsilon
killing1889_FO0049	4	0.896	\eta_{1}=\eta_{2}=\cdots=\eta_{r-1}=0, \eta_{r}=1
killing1889_FO0050	4	0.917	X_{1} \ldots X_{r-2}
killing1889_FO0051	4	0.887	\left(X_{r} X_{2}\right) \ldots\left(X_{r} X_{r-2}\right)
killing1889_FO0052	4	0.887	X_{1} f
killing1889_FO0053	4	0.900	(1, r, r-1)
killing1889_FO0054	4	0.900	\omega \varepsilon=0
killing1889_FO0055	5	0.888	m
killing1889_FO0056	5	0.897	X_{1} f, X_{2} f \ldots X_{r-2} f
killing1889_FO0057	5	0.897	\left(X_{r} X_{1}\right),\left(X_{r} X_{2}\right) \ldots\left(X_{r} X_{m}\right)
killing1889_FO0058	5	0.899	\left(X_{r} X_{m+1}\right) \ldots
killing1889_FO0059	5	0.876	\left(X_{r} X_{r-2}\right)
killing1889_FO0060	5	0.914	(r, r-1, x)
killing1889_FO0061	5	0.900	X_{x} f
killing1889_FO0062	5	0.885	\eta_{1} \ldots \eta_{r}
killing1889_FO0063	5	0.889	1<k<r
killing1889_FO0064	5	0.785	r-1^{\text {ten }}
killing1889_FO0065	5	0.921	\xi_{1} \ldots \zeta_{r}
killing1889_FO0066	5	0.908	\Sigma \eta_{t} X_{t} f
killing1889_FO0067	5	0.887	\left(\eta_{1} \ldots \eta_{r}\right)
killing1889_FO0068	5	0.931	(00 \ldots 01) \omega=0
killing1889_FO0069	5	0.880	r-i+1^{100}
killing1889_FO0070	5	0.898	i<k
killing1889_FO0071	5	0.518	X_{r \rightarrow i} f \ldots X_{r-k+1} /
killing1889_FO0072	6	0.829	X_{1} f \ldots X_{r \rightarrow k} f
killing1889_FO0073	6	0.679	\alpha, \beta=1 \cdots \gamma-k
killing1889_FO0074	6	0.797	\left\|e_{\alpha \beta}\right\|
killing1889_FO0075	6	0.925	\alpha, \beta
killing1889_FO0076	6	0.925	1 \ldots r-k
killing1889_FO0077	6	0.925	x, \lambda
killing1889_FO0078	6	0.911	1 \ldots i-1
killing1889_FO0079	6	0.911	(r, r-x, r-\lambda)
killing1889_FO0080	6	0.892	X_{r}
killing1889_FO0081	6	0.892	X_{r}, X_{r-1} \ldots X_{r-i+1}
killing1889_FO0082	6	0.856	(r, r-\lambda, \alpha)
killing1889_FO0083	6	0.890	\left(X_{r-2} X_{\beta}\right)
killing1889_FO0084	6	0.890	m_{p} X_{r-k+1}
killing1889_FO0085	6	0.890	X_{r-k+1}
killing1889_FO0086	6	0.914	\sum e_{\alpha \beta} m_{\beta}=0
killing1889_FO0087	6	0.914	\alpha=1 \ldots r-k
killing1889_FO0088	6	0.914	\left\|e_{\alpha \beta}\right\|=0
killing1889_FO0089	6	0.909	X_{r-k+2} \ldots X_{r-i}
killing1889_FO0090	6	0.921	X_{r-i+1} \ldots X_{r}
killing1889_FO0091	6	0.915	\alpha
killing1889_FO0092	6	0.890	(r, r-\lambda, r-i)
killing1889_FO0093	7	0.371	\left(X_{n-1} X_{n-i-1}\right)
killing1889_FO0094	7	0.371	X_{n}
killing1889_FO0095	7	0.901	X_{r-1} \ldots X_{r-i-1}, X_{r-i-2}
killing1889_FO0096	7	0.901	r-i-v
killing1889_FO0097	7	0.905	r-i-\varrho
killing1889_FO0098	7	0.905	r-i \ldots r-k+1
killing1889_FO0099	7	0.285	\left(X_{g} X_{v}\right)
killing1889_FO0100	7	0.285	X_{r} \ldots X_{r-l+1}
killing1889_FO0101	7	0.916	\sigma
killing1889_FO0102	7	0.916	\tau
killing1889_FO0103	7	0.645	r-i-\nu
killing1889_FO0104	7	0.571	(r, r-i-v, r-i-\varrho)
killing1889_FO0105	7	0.452	\left(X_{r-i-v} X_{r-i-p}\right)
killing1889_FO0106	7	0.452	X_{r} \ldots X_{r-i+1}
killing1889_FO0107	7	0.938	X_{r} f, X_{r-1} f \ldots X_{r-k+1} f
killing1889_FO0108	7	0.919	\nu_{1} \ldots \nu_{r-k}
killing1889_FO0109	7	0.919	\left(X_{r}, \nu_{1} X_{1}+\cdots+\nu_{r-k} X_{r-k}\right)=0
killing1889_FO0110	7	0.666	\frac{\mu_{1}}{\mu_{0}}, \frac{\mu_{2}}{\mu_{0}} \cdots \frac{\mu_{r-1}}{\mu_{0}}
killing1889_FO0111	7	0.693	\left(X_{r} X_{r-t-1}\right) \cdots\left(X_{r} X_{r-k+1}\right)
killing1889_FO0112	7	0.898	X
killing1889_FO0113	7	0.898	\left[X_{r} X_{r-1} \ldots X_{r-i+1}, X_{r-i}\right]
killing1889_FO0114	7	0.922	X_{r-i}, \ldots
killing1889_FO0115	7	0.922	\left[X_{r} X_{r-1} \ldots X_{r-k+2}\right]
killing1889_FO0116	7	0.922	X_{r-k+2}
killing1889_FO0117	7	0.910	\left[X_{r} X_{r-1} \ldots X_{r-k+1}\right]
killing1889_FO0118	7	0.872	X_{r-1} \ldots X_{r-i+1}
killing1889_FO0119	7	0.701	X_{r \rightarrow i} \ldots X_{r-k+1}
killing1889_FO0120	7	0.701	\left(X_{r} X_{r-i}\right) \ldots\left(X_{r} X_{r-i}\right)
killing1889_FO0121	7	0.910	\left(X_{r} X_{r-1-1}\right)
killing1889_FO0122	7	0.868	\ldots\left(X_{r} X_{r-i}\right)
killing1889_FO0123	7	0.868	X_{r} \ldots X_{r-i+1}, X_{r-i} \ldots X_{r-i}
killing1889_FO0124	7	0.690	X_{r-i} \ldots X_{r-i}
killing1889_FO0125	7	0.690	\left(X_{r} X_{r-i-1}\right)
killing1889_FO0126	7	0.889	\ldots\left(X_{r} X_{r-i^{\prime \prime}}\right)
killing1889_FO0127	7	0.889	X_{r} \ldots X_{r-i} \ldots X_{r-i} \ldots X_{r-i}
killing1889_FO0128	7	0.540	X_{r \rightarrow-1} \ldots X_{r \rightarrow i^{\prime}}
killing1889_FO0129	7	0.873	\left(X_{r-2} X_{r-i}\right) \cdots\left(X_{r-2} X_{r-i}\right)
killing1889_FO0130	7	0.461	X_{r} X_{r-1} \ldots X_{r-i} \ldots X_{r-i}
killing1889_FO0131	7	0.461	\left(X_{r-i} X_{r-i-1}\right) \ldots\left(X_{r-2} X_{r-i^{\prime}}\right)
killing1889_FO0132	7	0.657	X_{r} \ldots X_{r \rightarrow-i}
killing1889_FO0133	7	0.657	X_{r-i-1} \ldots X_{r-f^{\prime}}
killing1889_FO0134	8	0.891	\psi_{r-1}(\eta) \ldots
killing1889_FO0135	8	0.895	\psi_{r-k+1}(\eta)
killing1889_FO0136	8	0.907	X_{1} f \ldots
killing1889_FO0137	8	0.928	X_{r-k} f
killing1889_FO0138	8	0.928	X_{r-1} \ldots X_{r-k+1}
killing1889_FO0139	8	0.909	a_{1} \ldots a_{k-2}
killing1889_FO0140	8	0.900	X_{r-k+1} f
killing1889_FO0141	8	0.798	\left(X_{r} X_{\alpha}\right)
killing1889_FO0142	8	0.926	r-k
killing1889_FO0143	8	0.921	\omega_{1} \ldots \omega_{r-k}
killing1889_FO0144	9	0.880	(r, r-k+2, \alpha)
killing1889_FO0145	9	0.929	a_{k-2}=0
killing1889_FO0146	9	0.894	\psi_{r-1}(\eta), \psi_{r-2}(\eta) \ldots \psi_{r-2+1}(\eta)
killing1889_FO0147	9	0.592	r-k+1{ }^{\text {ten }}
killing1889_FO0148	9	0.908	\psi_{r-k}(\eta)
killing1889_FO0149	9	0.908	\eta
killing1889_FO0150	9	0.889	r-k+1^{\text {ten }}
killing1889_FO0151	9	0.727	r-k^{\text {ten }}
killing1889_FO0152	9	0.727	\gamma_{i x}=\sum \rho \eta_{\rho} c_{\rho i x}
killing1889_FO0153	9	0.914	(00 \ldots 01) k
killing1889_FO0154	9	0.919	X_{r-1} f, \ldots X_{r-k+1} f
killing1889_FO0155	9	0.909	\alpha_{0} \ldots \alpha_{x}, \beta_{0} \ldots \beta_{2} \ldots
killing1889_FO0156	9	0.891	\left(X_{r} X_{1}\right),\left(X_{r} X_{2}\right) \ldots\left(X_{r} X_{r-k}\right)
killing1889_FO0157	9	0.864	\left(r, \varrho, \alpha_{0}\right),\left(r, \varrho, \alpha_{1}\right) \ldots\left(r, \varrho, \alpha_{n}\right)
killing1889_FO0158	9	0.881	\varrho
killing1889_FO0159	9	0.881	r-1, \ldots r-k+1
killing1889_FO0160	9	0.874	\omega_{\beta}
killing1889_FO0161	9	0.874	\omega_{\alpha}
killing1889_FO0162	9	0.395	\left(X_{\rho} X_{1}\right) \ldots\left(X_{\rho} X_{r-k}\right)
killing1889_FO0163	10	0.829	e_{2 \mu}
killing1889_FO0164	10	0.920	X_{\alpha_{0}} f
killing1889_FO0165	10	0.682	X_{u_{0}} f
killing1889_FO0166	10	0.682	X_{1} f \ldots X_{r-k} f
killing1889_FO0167	10	0.922	l-1
killing1889_FO0168	10	0.938	\omega_{a}
killing1889_FO0169	10	0.920	\omega_{\alpha}=\omega_{\beta}=\omega_{\gamma}
killing1889_FO0170	10	0.920	\omega=\omega_{\alpha}
killing1889_FO0171	10	0.496	r-2^{\text {tea }}
killing1889_FO0172	10	0.496	\left\|\gamma_{i x}-\delta_{i x} \omega\right\|=\left\|c_{r i x}-\delta_{i x} \omega\right\|
killing1889_FO0173	10	0.917	X_{\rho} f
killing1889_FO0174	10	0.925	r-2^{\text {to }}
killing1889_FO0175	10	0.840	r \rho \alpha_{0}
killing1889_FO0176	10	0.933	X_{e} f
killing1889_FO0177	10	0.550	\left(X_{Q} X_{\alpha_{1}}\right)
killing1889_FO0178	10	0.791	(l-1)
killing1889_FO0179	10	0.902	l+1
killing1889_FO0180	11	0.886	p=1
killing1889_FO0181	11	0.863	\left(\xi_{1} \ldots \xi_{r}\right)
killing1889_FO0182	11	0.684	\gamma_{i x} \mid
killing1889_FO0183	11	0.684	k-1
killing1889_FO0184	11	0.684	\left(\eta^{\prime}\right) \ldots\left(\eta^{(k-1)}\right)
killing1889_FO0185	11	0.829	l>1
killing1889_FO0186	11	0.903	\left(\eta^{\prime}\right),\left(\eta^{\prime \prime}\right) \ldots\left(\eta^{(k-1)}\right)
killing1889_FO0187	12	0.915	\left(\eta^{\prime}\right)
killing1889_FO0188	12	0.920	(\eta),\left(\eta^{\prime \prime}\right) \ldots\left(\eta^{(k-1)}\right)
killing1889_FO0189	12	0.391	(\eta)
killing1889_FO0190	12	0.367	\omega^{\prime} \ldots \omega^{(l-1)}
killing1889_FO0191	12	0.507	\varkappa+1
killing1889_FO0192	12	0.316	\left\|\gamma_{i}-\delta_{i x} \omega_{\alpha}\right\|
killing1889_FO0193	12	0.407	z+1-
killing1889_FO0194	12	0.437	(\eta),\left(\eta^{\prime}\right)
killing1889_FO0195	12	0.443	\omega_{\alpha}, \omega_{\alpha}^{\prime} \ldots \omega_{\alpha}^{(l-1)}
killing1889_FO0196	12	0.316	(\widetilde{\eta})
killing1889_FO0197	12	0.316	(\eta),\left(\eta^{\prime}\right) \ldots\left(\eta^{\prime\llcorner 1)}\right)
killing1889_FO0198	12	0.900	\varpi_{\alpha}
killing1889_FO0199	12	0.698	\tilde{\eta}_{i}
killing1889_FO0200	12	0.698	\eta_{i}, \eta_{i}^{\prime} \ldots \eta_{i}^{(l-1)}
killing1889_FO0201	12	0.911	\left(X_{r} X_{\alpha}\right)=\omega_{\alpha} X_{\alpha} f,\left(X_{r-1} X_{\alpha}\right)=\omega_{\alpha}{ }^{\prime} X_{\alpha} f \ldots\left(X_{r-l+1} X_{\alpha}\right)=\omega_{\alpha}^{(l-1)} X_{\alpha} f
killing1889_FO0202	13	0.714	\xi_{1}, \xi_{2}, \ldots
killing1889_FO0203	13	0.274	\eta_{1}
killing1889_FO0204	13	0.643	\eta_{1} \ldots \eta
killing1889_FO0205	13	0.775	\omega^{\prime}
killing1889_FO0206	13	0.775	\eta^{\prime}
killing1889_FO0207	13	0.916	p_{0}, p_{1}, \ldots p_{i-1}
killing1889_FO0208	13	0.801	r-l+1^{100}
killing1889_FO0209	13	0.913	r-l^{\text {ten }}
killing1889_FO0210	13	0.913	\left\|\gamma_{t x}\right\|
killing1889_FO0211	13	0.908	r-l
killing1889_FO0212	13	0.902	p
killing1889_FO0213	13	0.889	\omega^{r}-\omega^{r-1} \psi_{1}+\omega^{r-2} \psi_{2}-\cdots-0
killing1889_FO0214	13	0.556	X_{r-1} f \ldots X_{r-4+1} f
killing1889_FO0215	13	0.884	X_{1} f, X_{2} f \ldots X_{r-l} f
killing1889_FO0216	13	0.897	\alpha=1 \ldots r-l
killing1889_FO0217	14	0.737	(\eta),\left(\eta^{\prime}\right) \ldots\left(\eta^{(L-1)}\right)
killing1889_FO0218	14	0.737	\xi_{1}: \xi_{2}: \ldots: \xi
killing1889_FO0219	14	0.921	(r, \alpha, \beta),(r-1, \alpha, \beta) \ldots
killing1889_FO0220	14	0.909	\alpha, \beta, \gamma \ldots
killing1889_FO0221	14	0.909	1 \ldots r-l
killing1889_FO0222	14	0.913	\varrho, \sigma
killing1889_FO0223	14	0.913	r-l+1 \ldots r
killing1889_FO0224	14	0.899	\beta
killing1889_FO0225	14	0.941	\left(X_{\alpha} X_{\beta}\right)
killing1889_FO0226	14	0.912	X_{1} f \ldots X_{r-l} f
killing1889_FO0227	14	0.919	X_{r-41} f \ldots X_{r} f
killing1889_FO0228	14	0.944	X_{\alpha} f
killing1889_FO0229	14	0.890	X_{p} f
killing1889_FO0230	14	0.920	\mathrm{X}_{\alpha} f
killing1889_FO0231	14	0.921	X_{\beta} f
killing1889_FO0232	14	0.488	\left(X_{r} X_{\alpha}\right) \ldots\left(X_{r-4+1} X_{\alpha}\right)
killing1889_FO0233	14	0.488	X_{1} f \ldots X_{r-i} f
killing1889_FO0234	14	0.926	p=r
killing1889_FO0235	14	0.908	\alpha, \beta=1 \ldots r-l
killing1889_FO0236	14	0.908	X_{r-l+1} f \ldots X_{r} f
killing1889_FO0237	14	0.915	l^{2}
killing1889_FO0238	14	0.915	c_{\alpha \beta \varrho}
killing1889_FO0239	14	0.898	1 \ldots r-l, \varrho, \sigma
killing1889_FO0240	14	0.627	\iota, x, \lambda \ldots \iota^{\prime}, x^{\prime}, \lambda^{\prime} \ldots
killing1889_FO0241	14	0.922	1 \ldots 2 l
killing1889_FO0242	14	0.887	\left(X_{i} X_{i}\right)
killing1889_FO0243	14	0.887	X_{r-4+1} f \ldots X_{r} f
killing1889_FO0244	14	0.910	\omega_{.}+\omega_{i}=0
killing1889_FO0245	14	0.910	\nu
killing1889_FO0246	14	0.637	0 \ldots l-1
killing1889_FO0247	15	0.909	e^{(v)}
killing1889_FO0248	15	0.890	\left(\iota, \iota^{\prime}, \alpha\right)
killing1889_FO0249	15	0.880	2(r-l)
killing1889_FO0250	15	0.724	\omega_{\alpha}^{(\gamma)}+\omega_{\iota}^{(\gamma)}
killing1889_FO0251	15	0.724	\omega_{\alpha}^{(\gamma)}-\omega_{\iota}^{(\gamma)}
killing1889_FO0252	15	0.724	\omega_{\alpha}^{(\gamma)}+\omega_{i}^{(\gamma)}
killing1889_FO0253	15	0.556	\omega_{\alpha}^{(\gamma)}-\omega_{i}^{(\gamma)}
killing1889_FO0254	15	0.754	\iota
killing1889_FO0255	15	0.754	{ }^{\prime}
killing1889_FO0256	15	0.391	e_{\iota} \omega_{u}+\cdots+e_{\iota}^{(l-1)} \omega_{\alpha}^{(L-1)}
killing1889_FO0257	15	0.608	\omega_{i}^{(\gamma)}
killing1889_FO0258	15	0.608	\omega_{a}^{(\gamma)}
killing1889_FO0259	15	0.884	\omega_{i}^{(\nu)}
killing1889_FO0260	15	0.924	\alpha_{0}, \alpha_{1} \ldots \alpha_{x}
killing1889_FO0261	15	0.924	\alpha_{0}
killing1889_FO0262	15	0.914	\varepsilon=\alpha_{1}
killing1889_FO0263	15	0.914	\alpha_{1}
killing1889_FO0264	15	0.927	\varepsilon=\alpha_{2}
killing1889_FO0265	15	0.927	\varepsilon=\alpha_{0}
killing1889_FO0266	15	0.916	\alpha_{x}
killing1889_FO0267	15	0.896	\varepsilon=\alpha_{x-1}
killing1889_FO0268	15	0.889	\varkappa
killing1889_FO0269	15	0.860	\alpha_{1}, \alpha_{2} \ldots \alpha_{x}
killing1889_FO0270	15	0.860	x-2, x-4, \ldots,-x
killing1889_FO0271	16	0.823	\omega_{\alpha} \ldots \omega_{\alpha}^{(l-1)}
killing1889_FO0272	16	0.553	a_{a c}
killing1889_FO0273	16	0.671	a_{a u}
killing1889_FO0274	16	0.671	\omega_{\alpha}^{(\eta)}+a \omega_{c}^{(\eta)}
killing1889_FO0275	16	0.543	\mathfrak{b}
killing1889_FO0276	16	0.543	a_{\alpha_{i}}
killing1889_FO0277	16	0.487	\omega_{\alpha}+\mathfrak{b} \omega_{\imath}
killing1889_FO0278	16	0.487	\mathfrak{b}+\mathfrak{c}=a_{\alpha \imath}
killing1889_FO0279	16	0.670	\omega_{\alpha}+c \omega_{i}
killing1889_FO0280	16	0.914	\mathfrak{d}
killing1889_FO0281	16	0.914	\mathfrak{c}
killing1889_FO0282	16	0.205	\mathfrak{e}
killing1889_FO0283	16	0.205	\omega_{\alpha}+\delta \omega_{\iota}
killing1889_FO0284	16	0.205	\omega_{\alpha}+\mathrm{e} \omega_{c}
killing1889_FO0285	16	0.510	a_{\alpha \iota}=0
killing1889_FO0286	16	0.510	\omega_{\alpha}^{(\nu)}
killing1889_FO0287	16	0.510	\omega_{\iota}^{(\nu)}
killing1889_FO0288	16	0.631	\omega_{\alpha}^{(\gamma)}+\mathfrak{a} \omega_{\iota}^{(\gamma)}
killing1889_FO0289	16	0.631	\omega_{\alpha}^{(\gamma)}-\mathfrak{a} \omega_{c}^{(\gamma)}
killing1889_FO0290	16	0.493	\omega_{\alpha}^{(\gamma)} \pm \mathfrak{b} \omega_{i}^{(\gamma)}
killing1889_FO0291	16	0.493	\mathfrak{a}
killing1889_FO0292	16	0.883	\alpha=\iota
killing1889_FO0293	16	0.917	a_{u}=-2
killing1889_FO0294	16	0.733	e_{i}^{(\nu)}
killing1889_FO0295	16	0.911	g_{i v}
killing1889_FO0296	16	0.788	=1 \ldots l
killing1889_FO0297	16	0.788	g_{i}^{(v)}
killing1889_FO0298	17	0.089	\left\|\begin{array}{cccc}a_{11} & a_{12} & \cdots & a_{1 i} \\ a_{21} & a_{22} & \cdots & a_{22} \\ \cdot & \cdot & \cdots & \cdot \\ a_{21} & a_{22} & \cdots & a_{22}\end{array}\right\|
killing1889_FO0299	17	0.792	h_{a 1} \ldots h_{a t}
killing1889_FO0300	17	0.515	\omega_{i}^{(v)}
killing1889_FO0301	17	0.926	a_{m}
killing1889_FO0302	17	0.919	\iota, x=1 \ldots l
killing1889_FO0303	17	0.564	\omega_{.}{ }^{(v)}
killing1889_FO0304	17	0.564	\iota=1 \ldots l, \nu=0 \ldots l-1
killing1889_FO0305	18	0.696	a_{\text {ax }}
killing1889_FO0306	18	0.847	a_{4 x}
killing1889_FO0307	18	0.920	a_{11}=a_{22}=\cdots=a_{l}=-2
killing1889_FO0308	18	0.938	a_{\mathrm{tx}}
killing1889_FO0309	18	0.924	m_{1} \omega_{1}+\cdots+m_{l} \omega_{l}
killing1889_FO0310	18	0.914	m_{1} \ldots m_{\imath}
killing1889_FO0311	18	0.911	\omega_{1}
killing1889_FO0312	18	0.426	a_{\alpha}
killing1889_FO0313	18	0.889	\Sigma m_{i} \omega_{i}
killing1889_FO0314	18	0.889	\Sigma m_{i}^{\prime} \omega_{i}
killing1889_FO0315	18	0.943	\omega_{2}
killing1889_FO0316	18	0.421	a_{\alpha c}
killing1889_FO0317	18	0.421	=\Sigma m_{i}^{\prime} a_{i 2}
killing1889_FO0318	18	0.887	\Sigma m_{.}^{\prime \prime} \omega_{t}
killing1889_FO0319	18	0.928	a_{\alpha 3}
killing1889_FO0320	18	0.928	\omega_{3}
killing1889_FO0321	18	0.917	\Sigma m_{x}^{\prime \prime} \omega_{x}
killing1889_FO0322	18	0.866	\Sigma m_{x}^{(1-1)} \omega_{x}
killing1889_FO0323	18	0.538	\omega_{l}
killing1889_FO0324	18	0.501	\Sigma m_{x}^{(1)} \omega_{x}
killing1889_FO0325	19	0.189	{ }_{\text {x }}
killing1889_FO0326	19	0.180	\Sigma b w_{x}, w_{x}
killing1889_FO0327	19	0.514	b_{\mathrm{ax}}
killing1889_FO0328	19	0.899	\bar{m}_{x}, \overline{\bar{m}}_{x}
killing1889_FO0329	19	0.323	b_{i}
killing1889_FO0330	19	0.907	m_{x}
killing1889_FO0331	19	0.381	b_{i x}
killing1889_FO0332	19	0.321	b_{\mathrm{ix}}
killing1889_FO0333	19	0.321	\mu
killing1889_FO0334	19	0.559	s
killing1889_FO0335	19	0.559	\mu^{\mathrm{t}}
killing1889_FO0336	19	0.918	(l-1)^{\text {ten }}
killing1889_FO0337	20	0.912	b_{t x}
killing1889_FO0338	20	0.912	\iota, x=1 \cdots l
killing1889_FO0339	20	0.922	l-\lambda
killing1889_FO0340	20	0.922	1 \ldots l-\lambda
killing1889_FO0341	20	0.868	s-e^{\frac{2 k \pi i}{\mu}}
killing1889_FO0342	20	0.546	\lambda=1 \ldots l-2)
killing1889_FO0343	20	0.907	\left\|b_{t x}-\delta_{t x} s\right\|
killing1889_FO0344	20	0.907	l^{\text {ten }}
killing1889_FO0345	20	0.756	(l-1)^{\text {ton }} \ldots 2^{\text {ten }}
killing1889_FO0346	20	0.911	\frac{1}{s}
killing1889_FO0347	20	0.489	s^{d}
killing1889_FO0348	20	0.910	\left\|b_{x x}\right\|
killing1889_FO0349	20	0.910	(-1)^{i}
killing1889_FO0350	20	0.864	M_{l-k}
killing1889_FO0351	20	0.864	M_{k}
killing1889_FO0352	21	0.894	a_{k x}
killing1889_FO0353	21	0.905	M_{1}
killing1889_FO0354	21	0.905	\rho
killing1889_FO0355	21	0.824	M_{i-1}
killing1889_FO0356	21	0.050	a_{i_{1} i_{2}} a_{i_{2} i_{3}} a_{i_{4} i_{2}} \ldots a_{i_{1} i_{2}}
killing1889_FO0357	21	0.574	\iota_{1} \ldots \iota_{4}
killing1889_FO0358	21	0.924	\alpha+\beta i
killing1889_FO0359	21	0.917	\alpha-\beta i=\frac{1}{\alpha+\beta i}
killing1889_FO0360	21	0.852	M_{k}=M_{l-k}
killing1889_FO0361	21	0.577	\iota_{1} \iota_{2} \ldots
killing1889_FO0362	21	0.577	M_{k}=M_{i-k}
killing1889_FO0363	21	0.904	s^{1}+M_{1} s^{1-1}+\cdots+1=0
killing1889_FO0364	21	0.920	=+1
killing1889_FO0365	21	0.404	\left\{b_{c x}-\delta_{c x} s \mid\right.
killing1889_FO0366	21	0.404	b_{u}-s
killing1889_FO0367	21	0.941	s=1
killing1889_FO0368	21	0.935	b_{11}-s
killing1889_FO0369	21	0.935	-1-s
killing1889_FO0370	22	0.913	\left\|a_{i x}\right\|
killing1889_FO0371	22	0.910	\left\|a_{t x}\right\|
killing1889_FO0372	22	0.504	s^{t}+M_{1} s^{t-1}+\cdots+1
killing1889_FO0373	22	0.927	2^{l}
killing1889_FO0374	22	0.839	a_{c x}
killing1889_FO0375	22	0.839	(-2)^{4}
killing1889_FO0376	22	0.893	\rho(<l)
killing1889_FO0377	22	0.922	\iota_{1} \ldots \iota_{e}
killing1889_FO0378	22	0.922	\varrho^{2}
killing1889_FO0379	22	0.922	a_{x z}
killing1889_FO0380	22	0.553	\iota_{1} \ldots \iota_{\rho}
killing1889_FO0381	22	0.538	{ }^{\mathrm{e}}
killing1889_FO0382	22	0.898	\varrho=2
killing1889_FO0383	22	0.859	a_{i x} a_{x i}
killing1889_FO0384	22	0.859	0,1,2,3
killing1889_FO0385	22	0.706	a_{x t}
killing1889_FO0386	22	0.835	\Sigma m_{c} \omega_{c}
killing1889_FO0387	22	0.785	b_{a}
killing1889_FO0388	22	0.921	\left\|b_{t x}-\delta_{t x} s\right\|=0
killing1889_FO0389	23	0.168	\mu^{\iota}{ }^{6}
killing1889_FO0390	23	0.673	s^{n}-1
killing1889_FO0391	23	0.456	t_{1}, t_{2} \cdots t_{e}
killing1889_FO0392	23	0.908	t_{1}, t_{2} \ldots t_{\rho}
killing1889_FO0393	23	0.908	\rho^{2}
killing1889_FO0394	23	0.563	\pm \omega_{i_{i}} \cdots \pm \omega_{i_{i}}
killing1889_FO0395	23	0.441	\omega_{1} \ldots \omega_{l}
killing1889_FO0396	23	0.922	2 \rho
killing1889_FO0397	23	0.598	a_{\alpha}=0
killing1889_FO0398	23	0.598	a_{x_{4}}=0
killing1889_FO0399	23	0.241	\iota_{1}, \iota_{2}, \iota_{3} . . .
killing1889_FO0400	23	0.863	a_{t_{1}}, a_{t_{2}}, a_{t_{3}} \ldots
killing1889_FO0401	23	0.863	\iota, \iota_{1}, \iota_{2} \ldots
killing1889_FO0402	23	0.276	\iota_{1}, \iota_{1}, \iota_{2} \ldots
killing1889_FO0403	23	0.276	\iota_{11}, \iota_{12} \ldots
killing1889_FO0404	23	0.276	a_{i_{1} i_{11}}, a_{i_{1} i_{22}} . .
killing1889_FO0405	23	0.113	t_{21}, t_{22} \ldots
killing1889_FO0406	23	0.113	a_{t_{2} t_{x}}, a_{t_{2} t_{2}} . .
killing1889_FO0407	24	0.184	a_{l_{2}}, a_{l_{2}} \ldots a_{l_{i}, L_{1}}
killing1889_FO0408	24	0.926	(l-1)^{\text {ter }}
killing1889_FO0409	24	0.598	m_{\mathrm{i}}
killing1889_FO0410	24	0.540	\omega_{i_{1}}, \omega_{i_{2}} \ldots
killing1889_FO0411	24	0.540	m_{i}
killing1889_FO0412	24	0.540	m_{i_{1}}, m_{i_{2}} \ldots
killing1889_FO0413	24	0.925	m_{t_{1}}, m_{t_{2}}
killing1889_FO0414	24	0.912	2 l
killing1889_FO0415	24	0.912	\omega_{1},-\omega_{1} \ldots \omega_{l},-\omega_{l}
killing1889_FO0416	24	0.918	m_{1} \omega_{1}+m_{2} \omega_{2}+\cdots+m_{l} \omega_{l}
killing1889_FO0417	24	0.293	a_{\iota \varkappa}
killing1889_FO0418	24	0.914	\omega_{\alpha_{1}}
killing1889_FO0419	24	0.914	\omega_{\alpha_{2}}
killing1889_FO0420	24	0.914	a_{\alpha_{1} \alpha_{2}}
killing1889_FO0421	24	0.914	a_{\alpha_{2} \alpha_{1}}
killing1889_FO0422	24	0.606	a_{i x}^{\prime}
killing1889_FO0423	24	0.776	a_{c x}^{\prime}
killing1889_FO0424	24	0.907	l=3
killing1889_FO0425	24	0.907	a_{i x}=-1
killing1889_FO0426	25	0.451	\omega_{1} \ldots \omega_{i}
killing1889_FO0427	25	0.924	\omega_{1}^{\prime} \ldots \omega_{i}^{\prime}
killing1889_FO0428	25	0.379	\omega_{1}^{\prime} \ldots \omega_{l}^{\prime}
killing1889_FO0429	25	0.752	a_{t x}^{\prime}
killing1889_FO0430	25	0.766	\$ 817
killing1889_FO0431	25	0.932	l=2
killing1889_FO0432	25	0.932	a_{12} a_{21}
killing1889_FO0433	25	0.909	a_{12}=a_{21}=-1
killing1889_FO0434	25	0.903	a_{12}=-1, a_{21}=-2
killing1889_FO0435	25	0.869	a_{12}=-1, a_{21}=-3
killing1889_FO0436	25	0.902	s^{2}+s+1
killing1889_FO0437	25	0.902	B
killing1889_FO0438	25	0.902	s^{2}+1
killing1889_FO0439	25	0.902	C
killing1889_FO0440	25	0.902	s^{2}-s+1
killing1889_FO0441	25	0.901	a_{13}, a_{31}, a_{23}, a_{32}
killing1889_FO0442	26	0.916	\iota, x=1 . . . l-1
killing1889_FO0443	26	0.861	\iota \gtrless x
killing1889_FO0444	26	0.693	a_{l k}
killing1889_FO0445	26	0.693	a_{k l}
killing1889_FO0446	26	0.837	a_{x l} a_{l x}
killing1889_FO0447	26	0.926	a_{l x}=a_{l}
killing1889_FO0448	26	0.926	a_{x l}=a_{l l}
killing1889_FO0449	26	0.787	\Delta
killing1889_FO0450	26	0.911	\frac{l-2}{2}
killing1889_FO0451	26	0.915	l>8
killing1889_FO0452	26	0.915	0,1, l-3, l-2
killing1889_FO0453	26	0.889	l<6
killing1889_FO0454	26	0.912	l=6,7,8
killing1889_FO0455	26	0.912	\alpha=2, l=3
killing1889_FO0456	26	0.902	\alpha=0
killing1889_FO0457	26	0.902	=l-2
killing1889_FO0458	26	0.916	\alpha=0, m=1
killing1889_FO0459	26	0.928	\omega_{1}, \omega_{2}, \ldots \omega_{l}, \omega_{1}-\omega_{2} \ldots \omega_{l}-\omega_{l} \ldots \omega_{l-1}-\omega_{l}
killing1889_FO0460	26	0.901	\omega_{x}-\omega_{l}
killing1889_FO0461	26	0.901	a_{x l}^{\prime}=a_{l x}^{\prime}=-1
killing1889_FO0462	26	0.553	x \geqslant \lambda
killing1889_FO0463	26	0.553	a_{2 l}^{\prime}=a_{l i}^{\prime}=0
killing1889_FO0464	26	0.553	\alpha=l-2
killing1889_FO0465	26	0.909	m=1
killing1889_FO0466	26	0.893	\alpha=0, m=2
killing1889_FO0467	26	0.463	a_{i x}=-1, a_{x l}=-2
killing1889_FO0468	27	0.890	\omega_{1} \ldots \omega_{i}, \omega_{x}-\omega_{2}
killing1889_FO0469	27	0.890	\omega_{i}-\omega_{x}, 2 \omega_{i}-\omega_{x}
killing1889_FO0470	27	0.897	2 \omega_{i}-\omega_{x}-\omega_{2}
killing1889_FO0471	27	0.897	2 \omega_{i}-\omega_{x}
killing1889_FO0472	27	0.705	a_{l x}
killing1889_FO0473	27	0.445	-\omega_{i}+\omega_{x}
killing1889_FO0474	27	0.445	a_{x i}^{\prime}=-2, a_{l x}^{\prime}=-1, a_{2 i}^{\prime}=a_{l i}^{\prime}=0
killing1889_FO0475	27	0.811	a_{l x}=-2, a_{k i}=-1
killing1889_FO0476	27	0.907	\omega_{x}-\omega_{2}
killing1889_FO0477	27	0.896	\omega_{x}-\omega_{i}, 2 \omega_{x}-\omega_{i}, \omega_{x}+\omega_{2}-\omega_{i}
killing1889_FO0478	27	0.889	2 \omega_{x}-\omega_{i}
killing1889_FO0479	27	0.889	a_{x i}^{\prime}=-1, a_{i x}^{\prime}=-2
killing1889_FO0480	27	0.906	x \gtrless \lambda: a_{\lambda i}^{\prime}=0
killing1889_FO0481	27	0.927	\alpha=1
killing1889_FO0482	27	0.465	a_{1 l} a_{1 l}=\cdots=a_{i-2, l} a_{l, l-2}=1, a_{l, l-1}=a_{l-1, l}=0
killing1889_FO0483	27	0.902	\omega_{1} \ldots \omega_{l}, \omega_{l}-\omega_{x}
killing1889_FO0484	27	0.912	1 \ldots l-2
killing1889_FO0485	27	0.750	\omega_{\nu}-\omega_{i}
killing1889_FO0486	27	0.750	a_{i}^{\prime}=a_{\nu}^{\prime}=-1, a_{i, L-1}^{\prime}=a_{i-1, i}^{\prime}=-1
killing1889_FO0487	27	0.899	a_{l \mu}=0
killing1889_FO0488	27	0.899	\alpha=l-3
killing1889_FO0489	27	0.926	l>3
killing1889_FO0490	27	0.585	\mu, \nu=1 \ldots l
killing1889_FO0491	27	0.585	\pm \omega_{\mu}, \pm\left(\omega_{\mu}-\omega_{\nu}\right)
killing1889_FO0492	27	0.582	\iota \ldots l-1
killing1889_FO0493	27	0.862	a_{\mu \nu}=-1, a_{l \mu}=-2, a_{\mu i}=-1
killing1889_FO0494	27	0.887	\mu, \nu
killing1889_FO0495	27	0.887	1 \ldots l-1
killing1889_FO0496	28	0.670	s^{1}+1
killing1889_FO0497	28	0.670	\left.D\right):(s+1)\left(s^{1-1}+1\right)
killing1889_FO0498	28	0.478	A
killing1889_FO0499	28	0.478	(l+1)^{t e}
killing1889_FO0500	28	0.478	\left.B\right)

Identifier

Page

Conf.

LaTeX source

Rendered

Image

killing1889_FO0001

0.880

killing1889_FO0002

0.931

X_{1} f \ldots X_{r} f

killing1889_FO0003

0.523

\left(X_{i}, X_{x}\right)

killing1889_FO0004

0.548

(\iota x \lambda)

killing1889_FO0005

0.925

\iota, x

killing1889_FO0006

0.925

m(<r)

killing1889_FO0007

0.820

1 \ldots m

killing1889_FO0008

0.820

\frac{m(m-1)}{2}

killing1889_FO0009

0.820

\left(X_{i} X_{x}\right)

killing1889_FO0010

0.820

X_{1} f \ldots X_{m} f

killing1889_FO0011

0.577

\iota=1 \ldots m, \varrho=1 \ldots r

killing1889_FO0012

0.577

\left(X_{\imath} X_{\rho^{\prime}}\right)

killing1889_FO0013

0.927

\Sigma \eta_{i} X_{i} f

killing1889_FO0014

0.659

r+1

killing1889_FO0015

0.659

\omega, \xi_{1} \ldots \xi_{r}

killing1889_FO0016

0.927

\omega

killing1889_FO0017

0.909

\xi_{1}: \xi_{2}: \cdots: \xi

killing1889_FO0018

0.928

\psi_{1}(\eta), \psi_{2}(\eta) \ldots \psi_{r-1}(\eta)

killing1889_FO0019

0.909

killing1889_FO0020

0.911

killing1889_FO0021

0.521

\psi_{r-1}(\eta) \ldots \psi_{r-2+1}(\eta)

killing1889_FO0022

0.521

\psi_{r-1}(\eta)

killing1889_FO0023

0.898

\psi_{r-1}(\eta) \ldots \psi_{r-k+1}(\eta)

killing1889_FO0024

0.563

(r-k+1)^{\text {tea }}

killing1889_FO0025

0.316

\left|\gamma_{1 x}\right|=\left|\sum c_{\rho_{2 x}} \eta_{e}\right|

killing1889_FO0026

0.915

killing1889_FO0027

0.186

\omega_{t}

killing1889_FO0028

0.186

\omega_{x}

killing1889_FO0029

0.186

a_{t x}

killing1889_FO0030

0.186

a_{x i}

killing1889_FO0031

0.920

\omega_{i}

killing1889_FO0032

0.920

\omega_{i}+a_{i x} \omega_{x}

killing1889_FO0033

0.360

\omega_{x}+a_{x} \omega_{c}

killing1889_FO0034

0.742

killing1889_FO0035

0.742

\omega_{i}+a \omega_{x}

killing1889_FO0036

0.742

a_{i}

killing1889_FO0037

0.840

a_{i x}

killing1889_FO0038

0.320

killing1889_FO0039

0.929

a_{2 x}

killing1889_FO0040

0.929

\lambda

killing1889_FO0041

0.922

a_{\times 2}

killing1889_FO0042

0.905

1 \ldots l

killing1889_FO0043

0.918

l=2,4,6,7,8

killing1889_FO0044

0.185

\left|\sum \eta_{e} c_{e l x}\right|

killing1889_FO0045

0.185

\left|\gamma_{i x}\right|

killing1889_FO0046

0.893

X_{r} f

killing1889_FO0047

0.912

\eta_{r} X_{r} f+\eta_{r-1} X_{r-1} f

killing1889_FO0048

0.915

\varepsilon

killing1889_FO0049

0.896

\eta_{1}=\eta_{2}=\cdots=\eta_{r-1}=0, \eta_{r}=1

killing1889_FO0050

0.917

X_{1} \ldots X_{r-2}

killing1889_FO0051

0.887

\left(X_{r} X_{2}\right) \ldots\left(X_{r} X_{r-2}\right)

killing1889_FO0052

0.887

X_{1} f

killing1889_FO0053

0.900

(1, r, r-1)

killing1889_FO0054

0.900

\omega \varepsilon=0

killing1889_FO0055

0.888

killing1889_FO0056

0.897

X_{1} f, X_{2} f \ldots X_{r-2} f

killing1889_FO0057

0.897

\left(X_{r} X_{1}\right),\left(X_{r} X_{2}\right) \ldots\left(X_{r} X_{m}\right)

killing1889_FO0058

0.899

\left(X_{r} X_{m+1}\right) \ldots

killing1889_FO0059

0.876

\left(X_{r} X_{r-2}\right)

killing1889_FO0060

0.914

(r, r-1, x)

killing1889_FO0061

0.900

X_{x} f

killing1889_FO0062

0.885

\eta_{1} \ldots \eta_{r}

killing1889_FO0063

0.889

1<k<r

killing1889_FO0064

0.785

r-1^{\text {ten }}

killing1889_FO0065

0.921

\xi_{1} \ldots \zeta_{r}

killing1889_FO0066

0.908

\Sigma \eta_{t} X_{t} f

killing1889_FO0067

0.887

\left(\eta_{1} \ldots \eta_{r}\right)

killing1889_FO0068

0.931

(00 \ldots 01) \omega=0

killing1889_FO0069

0.880

r-i+1^{100}

killing1889_FO0070

0.898

i<k

killing1889_FO0071

0.518

X_{r \rightarrow i} f \ldots X_{r-k+1} /

killing1889_FO0072

0.829

X_{1} f \ldots X_{r \rightarrow k} f

killing1889_FO0073

0.679

\alpha, \beta=1 \cdots \gamma-k

killing1889_FO0074

0.797

\left|e_{\alpha \beta}\right|

killing1889_FO0075

0.925

\alpha, \beta

killing1889_FO0076

0.925

1 \ldots r-k

killing1889_FO0077

0.925

x, \lambda

killing1889_FO0078

0.911

1 \ldots i-1

killing1889_FO0079

0.911

(r, r-x, r-\lambda)

killing1889_FO0080

0.892

X_{r}

killing1889_FO0081

0.892

X_{r}, X_{r-1} \ldots X_{r-i+1}

killing1889_FO0082

0.856

(r, r-\lambda, \alpha)

killing1889_FO0083

0.890

\left(X_{r-2} X_{\beta}\right)

killing1889_FO0084

0.890

m_{p} X_{r-k+1}

killing1889_FO0085

0.890

X_{r-k+1}

killing1889_FO0086

0.914

\sum e_{\alpha \beta} m_{\beta}=0

killing1889_FO0087

0.914

\alpha=1 \ldots r-k

killing1889_FO0088

0.914

\left|e_{\alpha \beta}\right|=0

killing1889_FO0089

0.909

X_{r-k+2} \ldots X_{r-i}

killing1889_FO0090

0.921

X_{r-i+1} \ldots X_{r}

killing1889_FO0091

0.915

\alpha

killing1889_FO0092

0.890

(r, r-\lambda, r-i)

killing1889_FO0093

0.371

\left(X_{n-1} X_{n-i-1}\right)

killing1889_FO0094

0.371

X_{n}

killing1889_FO0095

0.901

X_{r-1} \ldots X_{r-i-1}, X_{r-i-2}

killing1889_FO0096

0.901

r-i-v

killing1889_FO0097

0.905

r-i-\varrho

killing1889_FO0098

0.905

r-i \ldots r-k+1

killing1889_FO0099

0.285

\left(X_{g} X_{v}\right)

killing1889_FO0100

0.285

X_{r} \ldots X_{r-l+1}

killing1889_FO0101

0.916

\sigma

killing1889_FO0102

0.916

\tau

killing1889_FO0103

0.645

r-i-\nu

killing1889_FO0104

0.571

(r, r-i-v, r-i-\varrho)

killing1889_FO0105

0.452

\left(X_{r-i-v} X_{r-i-p}\right)

killing1889_FO0106

0.452

X_{r} \ldots X_{r-i+1}

killing1889_FO0107

0.938

X_{r} f, X_{r-1} f \ldots X_{r-k+1} f

killing1889_FO0108

0.919

\nu_{1} \ldots \nu_{r-k}

killing1889_FO0109

0.919

\left(X_{r}, \nu_{1} X_{1}+\cdots+\nu_{r-k} X_{r-k}\right)=0

killing1889_FO0110

0.666

\frac{\mu_{1}}{\mu_{0}}, \frac{\mu_{2}}{\mu_{0}} \cdots \frac{\mu_{r-1}}{\mu_{0}}

killing1889_FO0111

0.693

\left(X_{r} X_{r-t-1}\right) \cdots\left(X_{r} X_{r-k+1}\right)

killing1889_FO0112

0.898

killing1889_FO0113

0.898

\left[X_{r} X_{r-1} \ldots X_{r-i+1}, X_{r-i}\right]

killing1889_FO0114

0.922

X_{r-i}, \ldots

killing1889_FO0115

0.922

\left[X_{r} X_{r-1} \ldots X_{r-k+2}\right]

killing1889_FO0116

0.922

X_{r-k+2}

killing1889_FO0117

0.910

\left[X_{r} X_{r-1} \ldots X_{r-k+1}\right]

killing1889_FO0118

0.872

X_{r-1} \ldots X_{r-i+1}

killing1889_FO0119

0.701

X_{r \rightarrow i} \ldots X_{r-k+1}

killing1889_FO0120

0.701

\left(X_{r} X_{r-i}\right) \ldots\left(X_{r} X_{r-i}\right)

killing1889_FO0121

0.910

\left(X_{r} X_{r-1-1}\right)

killing1889_FO0122

0.868

\ldots\left(X_{r} X_{r-i}\right)

killing1889_FO0123

0.868

X_{r} \ldots X_{r-i+1}, X_{r-i} \ldots X_{r-i}

killing1889_FO0124

0.690

X_{r-i} \ldots X_{r-i}

killing1889_FO0125

0.690

\left(X_{r} X_{r-i-1}\right)

killing1889_FO0126

0.889

\ldots\left(X_{r} X_{r-i^{\prime \prime}}\right)

killing1889_FO0127

0.889

X_{r} \ldots X_{r-i} \ldots X_{r-i} \ldots X_{r-i}

killing1889_FO0128

0.540

X_{r \rightarrow-1} \ldots X_{r \rightarrow i^{\prime}}

killing1889_FO0129

0.873

\left(X_{r-2} X_{r-i}\right) \cdots\left(X_{r-2} X_{r-i}\right)

killing1889_FO0130

0.461

X_{r} X_{r-1} \ldots X_{r-i} \ldots X_{r-i}

killing1889_FO0131

0.461

\left(X_{r-i} X_{r-i-1}\right) \ldots\left(X_{r-2} X_{r-i^{\prime}}\right)

killing1889_FO0132

0.657

X_{r} \ldots X_{r \rightarrow-i}

killing1889_FO0133

0.657

X_{r-i-1} \ldots X_{r-f^{\prime}}

killing1889_FO0134

0.891

\psi_{r-1}(\eta) \ldots

killing1889_FO0135

0.895

\psi_{r-k+1}(\eta)

killing1889_FO0136

0.907

X_{1} f \ldots

killing1889_FO0137

0.928

X_{r-k} f

killing1889_FO0138

0.928

X_{r-1} \ldots X_{r-k+1}

killing1889_FO0139

0.909

a_{1} \ldots a_{k-2}

killing1889_FO0140

0.900

X_{r-k+1} f

killing1889_FO0141

0.798

\left(X_{r} X_{\alpha}\right)

killing1889_FO0142

0.926

r-k

killing1889_FO0143

0.921

\omega_{1} \ldots \omega_{r-k}

killing1889_FO0144

0.880

(r, r-k+2, \alpha)

killing1889_FO0145

0.929

a_{k-2}=0

killing1889_FO0146

0.894

\psi_{r-1}(\eta), \psi_{r-2}(\eta) \ldots \psi_{r-2+1}(\eta)

killing1889_FO0147

0.592

r-k+1{ }^{\text {ten }}

killing1889_FO0148

0.908

\psi_{r-k}(\eta)

killing1889_FO0149

0.908

\eta

killing1889_FO0150

0.889

r-k+1^{\text {ten }}

killing1889_FO0151

0.727

r-k^{\text {ten }}

killing1889_FO0152

0.727

\gamma_{i x}=\sum \rho \eta_{\rho} c_{\rho i x}

killing1889_FO0153

0.914

(00 \ldots 01) k

killing1889_FO0154

0.919

X_{r-1} f, \ldots X_{r-k+1} f

killing1889_FO0155

0.909

\alpha_{0} \ldots \alpha_{x}, \beta_{0} \ldots \beta_{2} \ldots

killing1889_FO0156

0.891

\left(X_{r} X_{1}\right),\left(X_{r} X_{2}\right) \ldots\left(X_{r} X_{r-k}\right)

killing1889_FO0157

0.864

\left(r, \varrho, \alpha_{0}\right),\left(r, \varrho, \alpha_{1}\right) \ldots\left(r, \varrho, \alpha_{n}\right)

killing1889_FO0158

0.881

\varrho

killing1889_FO0159

0.881

r-1, \ldots r-k+1

killing1889_FO0160

0.874

\omega_{\beta}

killing1889_FO0161

0.874

\omega_{\alpha}

killing1889_FO0162

0.395

\left(X_{\rho} X_{1}\right) \ldots\left(X_{\rho} X_{r-k}\right)

killing1889_FO0163

0.829

e_{2 \mu}

killing1889_FO0164

0.920

X_{\alpha_{0}} f

killing1889_FO0165

0.682

X_{u_{0}} f

killing1889_FO0166

0.682

X_{1} f \ldots X_{r-k} f

killing1889_FO0167

0.922

l-1

killing1889_FO0168

0.938

\omega_{a}

killing1889_FO0169

0.920

\omega_{\alpha}=\omega_{\beta}=\omega_{\gamma}

killing1889_FO0170

0.920

\omega=\omega_{\alpha}

killing1889_FO0171

0.496

r-2^{\text {tea }}

killing1889_FO0172

0.496

\left|\gamma_{i x}-\delta_{i x} \omega\right|=\left|c_{r i x}-\delta_{i x} \omega\right|

killing1889_FO0173

0.917

X_{\rho} f

killing1889_FO0174

0.925

r-2^{\text {to }}

killing1889_FO0175

0.840

r \rho \alpha_{0}

killing1889_FO0176

0.933

X_{e} f

killing1889_FO0177

0.550

\left(X_{Q} X_{\alpha_{1}}\right)

killing1889_FO0178

0.791

(l-1)

killing1889_FO0179

0.902

l+1

killing1889_FO0180

0.886

p=1

killing1889_FO0181

0.863

\left(\xi_{1} \ldots \xi_{r}\right)

killing1889_FO0182

0.684

\gamma_{i x} \mid

killing1889_FO0183

0.684

k-1

killing1889_FO0184

0.684

\left(\eta^{\prime}\right) \ldots\left(\eta^{(k-1)}\right)

killing1889_FO0185

0.829

l>1

killing1889_FO0186

0.903

\left(\eta^{\prime}\right),\left(\eta^{\prime \prime}\right) \ldots\left(\eta^{(k-1)}\right)

killing1889_FO0187

0.915

\left(\eta^{\prime}\right)

killing1889_FO0188

0.920

(\eta),\left(\eta^{\prime \prime}\right) \ldots\left(\eta^{(k-1)}\right)

killing1889_FO0189

0.391

(\eta)

killing1889_FO0190

0.367

\omega^{\prime} \ldots \omega^{(l-1)}

killing1889_FO0191

0.507

\varkappa+1

killing1889_FO0192

0.316

\left|\gamma_{i}-\delta_{i x} \omega_{\alpha}\right|

killing1889_FO0193

0.407

z+1-

killing1889_FO0194

0.437

(\eta),\left(\eta^{\prime}\right)

killing1889_FO0195

0.443

\omega_{\alpha}, \omega_{\alpha}^{\prime} \ldots \omega_{\alpha}^{(l-1)}

killing1889_FO0196

0.316

(\widetilde{\eta})

killing1889_FO0197

0.316

(\eta),\left(\eta^{\prime}\right) \ldots\left(\eta^{\prime\llcorner 1)}\right)

killing1889_FO0198

0.900

\varpi_{\alpha}

killing1889_FO0199

0.698

\tilde{\eta}_{i}

killing1889_FO0200

0.698

\eta_{i}, \eta_{i}^{\prime} \ldots \eta_{i}^{(l-1)}

killing1889_FO0201

0.911

\left(X_{r} X_{\alpha}\right)=\omega_{\alpha} X_{\alpha} f,\left(X_{r-1} X_{\alpha}\right)=\omega_{\alpha}{ }^{\prime} X_{\alpha} f \ldots\left(X_{r-l+1} X_{\alpha}\right)=\omega_{\alpha}^{(l-1)} X_{\alpha} f

killing1889_FO0202

0.714

\xi_{1}, \xi_{2}, \ldots

killing1889_FO0203

0.274

\eta_{1}

killing1889_FO0204

0.643

\eta_{1} \ldots \eta

killing1889_FO0205

0.775

\omega^{\prime}

killing1889_FO0206

0.775

\eta^{\prime}

killing1889_FO0207

0.916

p_{0}, p_{1}, \ldots p_{i-1}

killing1889_FO0208

0.801

r-l+1^{100}

killing1889_FO0209

0.913

r-l^{\text {ten }}

killing1889_FO0210

0.913

\left|\gamma_{t x}\right|

killing1889_FO0211

0.908

r-l

killing1889_FO0212

0.902

killing1889_FO0213

0.889

\omega^{r}-\omega^{r-1} \psi_{1}+\omega^{r-2} \psi_{2}-\cdots-0

killing1889_FO0214

0.556

X_{r-1} f \ldots X_{r-4+1} f

killing1889_FO0215

0.884

X_{1} f, X_{2} f \ldots X_{r-l} f

killing1889_FO0216

0.897

\alpha=1 \ldots r-l

killing1889_FO0217

0.737

(\eta),\left(\eta^{\prime}\right) \ldots\left(\eta^{(L-1)}\right)

killing1889_FO0218

0.737

\xi_{1}: \xi_{2}: \ldots: \xi

killing1889_FO0219

0.921

(r, \alpha, \beta),(r-1, \alpha, \beta) \ldots

killing1889_FO0220

0.909

\alpha, \beta, \gamma \ldots

killing1889_FO0221

0.909

1 \ldots r-l

killing1889_FO0222

0.913

\varrho, \sigma

killing1889_FO0223

0.913

r-l+1 \ldots r

killing1889_FO0224

0.899

\beta

killing1889_FO0225

0.941

\left(X_{\alpha} X_{\beta}\right)

killing1889_FO0226

0.912

X_{1} f \ldots X_{r-l} f

killing1889_FO0227

0.919

X_{r-41} f \ldots X_{r} f

killing1889_FO0228

0.944

X_{\alpha} f

killing1889_FO0229

0.890

X_{p} f

killing1889_FO0230

0.920

\mathrm{X}_{\alpha} f

killing1889_FO0231

0.921

X_{\beta} f

killing1889_FO0232

0.488

\left(X_{r} X_{\alpha}\right) \ldots\left(X_{r-4+1} X_{\alpha}\right)

killing1889_FO0233

0.488

X_{1} f \ldots X_{r-i} f

killing1889_FO0234

0.926

p=r

killing1889_FO0235

0.908

\alpha, \beta=1 \ldots r-l

killing1889_FO0236

0.908

X_{r-l+1} f \ldots X_{r} f

killing1889_FO0237

0.915

l^{2}

killing1889_FO0238

0.915

c_{\alpha \beta \varrho}

killing1889_FO0239

0.898

1 \ldots r-l, \varrho, \sigma

killing1889_FO0240

0.627

\iota, x, \lambda \ldots \iota^{\prime}, x^{\prime}, \lambda^{\prime} \ldots

killing1889_FO0241

0.922

1 \ldots 2 l

killing1889_FO0242

0.887

\left(X_{i} X_{i}\right)

killing1889_FO0243

0.887

X_{r-4+1} f \ldots X_{r} f

killing1889_FO0244

0.910

\omega_{.}+\omega_{i}=0

killing1889_FO0245

0.910

\nu

killing1889_FO0246

0.637

0 \ldots l-1

killing1889_FO0247

0.909

e^{(v)}

killing1889_FO0248

0.890

\left(\iota, \iota^{\prime}, \alpha\right)

killing1889_FO0249

0.880

2(r-l)

killing1889_FO0250

0.724

\omega_{\alpha}^{(\gamma)}+\omega_{\iota}^{(\gamma)}

killing1889_FO0251

0.724

\omega_{\alpha}^{(\gamma)}-\omega_{\iota}^{(\gamma)}

killing1889_FO0252

0.724

\omega_{\alpha}^{(\gamma)}+\omega_{i}^{(\gamma)}

killing1889_FO0253

0.556

\omega_{\alpha}^{(\gamma)}-\omega_{i}^{(\gamma)}

killing1889_FO0254

0.754

\iota

killing1889_FO0255

0.754

{ }^{\prime}

killing1889_FO0256

0.391

e_{\iota} \omega_{u}+\cdots+e_{\iota}^{(l-1)} \omega_{\alpha}^{(L-1)}

killing1889_FO0257

0.608

\omega_{i}^{(\gamma)}

killing1889_FO0258

0.608

\omega_{a}^{(\gamma)}

killing1889_FO0259

0.884

\omega_{i}^{(\nu)}

killing1889_FO0260

0.924

\alpha_{0}, \alpha_{1} \ldots \alpha_{x}

killing1889_FO0261

0.924

\alpha_{0}

killing1889_FO0262

0.914

\varepsilon=\alpha_{1}

killing1889_FO0263

0.914

\alpha_{1}

killing1889_FO0264

0.927

\varepsilon=\alpha_{2}

killing1889_FO0265

0.927

\varepsilon=\alpha_{0}

killing1889_FO0266

0.916

\alpha_{x}

killing1889_FO0267

0.896

\varepsilon=\alpha_{x-1}

killing1889_FO0268

0.889

\varkappa

killing1889_FO0269

0.860

\alpha_{1}, \alpha_{2} \ldots \alpha_{x}

killing1889_FO0270

0.860

x-2, x-4, \ldots,-x

killing1889_FO0271

0.823

\omega_{\alpha} \ldots \omega_{\alpha}^{(l-1)}

killing1889_FO0272

0.553

a_{a c}

killing1889_FO0273

0.671

a_{a u}

killing1889_FO0274

0.671

\omega_{\alpha}^{(\eta)}+a \omega_{c}^{(\eta)}

killing1889_FO0275

0.543

\mathfrak{b}

killing1889_FO0276

0.543

a_{\alpha_{i}}

killing1889_FO0277

0.487

\omega_{\alpha}+\mathfrak{b} \omega_{\imath}

killing1889_FO0278

0.487

\mathfrak{b}+\mathfrak{c}=a_{\alpha \imath}

killing1889_FO0279

0.670

\omega_{\alpha}+c \omega_{i}

killing1889_FO0280

0.914

\mathfrak{d}

killing1889_FO0281

0.914

\mathfrak{c}

killing1889_FO0282

0.205

\mathfrak{e}

killing1889_FO0283

0.205

\omega_{\alpha}+\delta \omega_{\iota}

killing1889_FO0284

0.205

\omega_{\alpha}+\mathrm{e} \omega_{c}

killing1889_FO0285

0.510

a_{\alpha \iota}=0

killing1889_FO0286

0.510

\omega_{\alpha}^{(\nu)}

killing1889_FO0287

0.510

\omega_{\iota}^{(\nu)}

killing1889_FO0288

0.631

\omega_{\alpha}^{(\gamma)}+\mathfrak{a} \omega_{\iota}^{(\gamma)}

killing1889_FO0289

0.631

\omega_{\alpha}^{(\gamma)}-\mathfrak{a} \omega_{c}^{(\gamma)}

killing1889_FO0290

0.493

\omega_{\alpha}^{(\gamma)} \pm \mathfrak{b} \omega_{i}^{(\gamma)}

killing1889_FO0291

0.493

\mathfrak{a}

killing1889_FO0292

0.883

\alpha=\iota

killing1889_FO0293

0.917

a_{u}=-2

killing1889_FO0294

0.733

e_{i}^{(\nu)}

killing1889_FO0295

0.911

g_{i v}

killing1889_FO0296

0.788

=1 \ldots l

killing1889_FO0297

0.788

g_{i}^{(v)}

killing1889_FO0298

0.089

\left|\begin{array}{cccc}a_{11} & a_{12} & \cdots & a_{1 i} \\ a_{21} & a_{22} & \cdots & a_{22} \\ \cdot & \cdot & \cdots & \cdot \\ a_{21} & a_{22} & \cdots & a_{22}\end{array}\right|

killing1889_FO0299

0.792

h_{a 1} \ldots h_{a t}

killing1889_FO0300

0.515

\omega_{i}^{(v)}

killing1889_FO0301

0.926

a_{m}

killing1889_FO0302

0.919

\iota, x=1 \ldots l

killing1889_FO0303

0.564

\omega_{.}{ }^{(v)}

killing1889_FO0304

0.564

\iota=1 \ldots l, \nu=0 \ldots l-1

killing1889_FO0305

0.696

a_{\text {ax }}

killing1889_FO0306

0.847

a_{4 x}

killing1889_FO0307

0.920

a_{11}=a_{22}=\cdots=a_{l}=-2

killing1889_FO0308

0.938

a_{\mathrm{tx}}

killing1889_FO0309

0.924

m_{1} \omega_{1}+\cdots+m_{l} \omega_{l}

killing1889_FO0310

0.914

m_{1} \ldots m_{\imath}

killing1889_FO0311

0.911

\omega_{1}

killing1889_FO0312

0.426

a_{\alpha}

killing1889_FO0313

0.889

\Sigma m_{i} \omega_{i}

killing1889_FO0314

0.889

\Sigma m_{i}^{\prime} \omega_{i}

killing1889_FO0315

0.943

\omega_{2}

killing1889_FO0316

0.421

a_{\alpha c}

killing1889_FO0317

0.421

=\Sigma m_{i}^{\prime} a_{i 2}

killing1889_FO0318

0.887

\Sigma m_{.}^{\prime \prime} \omega_{t}

killing1889_FO0319

0.928

a_{\alpha 3}

killing1889_FO0320

0.928

\omega_{3}

killing1889_FO0321

0.917

\Sigma m_{x}^{\prime \prime} \omega_{x}

killing1889_FO0322

0.866

\Sigma m_{x}^{(1-1)} \omega_{x}

killing1889_FO0323

0.538

\omega_{l}

killing1889_FO0324

0.501

\Sigma m_{x}^{(1)} \omega_{x}

killing1889_FO0325

0.189

{ }_{\text {x }}

killing1889_FO0326

0.180

\Sigma b w_{x}, w_{x}

killing1889_FO0327

0.514

b_{\mathrm{ax}}

killing1889_FO0328

0.899

\bar{m}_{x}, \overline{\bar{m}}_{x}

killing1889_FO0329

0.323

b_{i}

killing1889_FO0330

0.907

m_{x}

killing1889_FO0331

0.381

b_{i x}

killing1889_FO0332

0.321

b_{\mathrm{ix}}

killing1889_FO0333

0.321

\mu

killing1889_FO0334

0.559

killing1889_FO0335

0.559

\mu^{\mathrm{t}}

killing1889_FO0336

0.918

(l-1)^{\text {ten }}

killing1889_FO0337

0.912

b_{t x}

killing1889_FO0338

0.912

\iota, x=1 \cdots l

killing1889_FO0339

0.922

l-\lambda

killing1889_FO0340

0.922

1 \ldots l-\lambda

killing1889_FO0341

0.868

s-e^{\frac{2 k \pi i}{\mu}}

killing1889_FO0342

0.546

\lambda=1 \ldots l-2)

killing1889_FO0343

0.907

\left|b_{t x}-\delta_{t x} s\right|

killing1889_FO0344

0.907

l^{\text {ten }}

killing1889_FO0345

0.756

(l-1)^{\text {ton }} \ldots 2^{\text {ten }}

killing1889_FO0346

0.911

\frac{1}{s}

killing1889_FO0347

0.489

s^{d}

killing1889_FO0348

0.910

\left|b_{x x}\right|

killing1889_FO0349

0.910

(-1)^{i}

killing1889_FO0350

0.864

M_{l-k}

killing1889_FO0351

0.864

M_{k}

killing1889_FO0352

0.894

a_{k x}

killing1889_FO0353

0.905

M_{1}

killing1889_FO0354

0.905

\rho

killing1889_FO0355

0.824

M_{i-1}

killing1889_FO0356

0.050

a_{i_{1} i_{2}} a_{i_{2} i_{3}} a_{i_{4} i_{2}} \ldots a_{i_{1} i_{2}}

killing1889_FO0357

0.574

\iota_{1} \ldots \iota_{4}

killing1889_FO0358

0.924

\alpha+\beta i

killing1889_FO0359

0.917

\alpha-\beta i=\frac{1}{\alpha+\beta i}

killing1889_FO0360

0.852

M_{k}=M_{l-k}

killing1889_FO0361

0.577

\iota_{1} \iota_{2} \ldots

killing1889_FO0362

0.577

M_{k}=M_{i-k}

killing1889_FO0363

0.904

s^{1}+M_{1} s^{1-1}+\cdots+1=0

killing1889_FO0364

0.920

=+1

killing1889_FO0365

0.404

\left\{b_{c x}-\delta_{c x} s \mid\right.

killing1889_FO0366

0.404

b_{u}-s

killing1889_FO0367

0.941

s=1

killing1889_FO0368

0.935

b_{11}-s

killing1889_FO0369

0.935

-1-s

killing1889_FO0370

0.913

\left|a_{i x}\right|

killing1889_FO0371

0.910

\left|a_{t x}\right|

killing1889_FO0372

0.504

s^{t}+M_{1} s^{t-1}+\cdots+1

killing1889_FO0373

0.927

2^{l}

killing1889_FO0374

0.839

a_{c x}

killing1889_FO0375

0.839

(-2)^{4}

killing1889_FO0376

0.893

\rho(<l)

killing1889_FO0377

0.922

\iota_{1} \ldots \iota_{e}

killing1889_FO0378

0.922

\varrho^{2}

killing1889_FO0379

0.922

a_{x z}

killing1889_FO0380

0.553

\iota_{1} \ldots \iota_{\rho}

killing1889_FO0381

0.538

{ }^{\mathrm{e}}

killing1889_FO0382

0.898

\varrho=2

killing1889_FO0383

0.859

a_{i x} a_{x i}

killing1889_FO0384

0.859

0,1,2,3

killing1889_FO0385

0.706

a_{x t}

killing1889_FO0386

0.835

\Sigma m_{c} \omega_{c}

killing1889_FO0387

0.785

b_{a}

killing1889_FO0388

0.921

\left|b_{t x}-\delta_{t x} s\right|=0

killing1889_FO0389

0.168

\mu^{\iota}{ }^{6}

killing1889_FO0390

0.673

s^{n}-1

killing1889_FO0391

0.456

t_{1}, t_{2} \cdots t_{e}

killing1889_FO0392

0.908

t_{1}, t_{2} \ldots t_{\rho}

killing1889_FO0393

0.908

\rho^{2}

killing1889_FO0394

0.563

\pm \omega_{i_{i}} \cdots \pm \omega_{i_{i}}

killing1889_FO0395

0.441

\omega_{1} \ldots \omega_{l}

killing1889_FO0396

0.922

2 \rho

killing1889_FO0397

0.598

a_{\alpha}=0

killing1889_FO0398

0.598

a_{x_{4}}=0

killing1889_FO0399

0.241

\iota_{1}, \iota_{2}, \iota_{3} . . .

killing1889_FO0400

0.863

a_{t_{1}}, a_{t_{2}}, a_{t_{3}} \ldots

killing1889_FO0401

0.863

\iota, \iota_{1}, \iota_{2} \ldots

killing1889_FO0402

0.276

\iota_{1}, \iota_{1}, \iota_{2} \ldots

killing1889_FO0403

0.276

\iota_{11}, \iota_{12} \ldots

killing1889_FO0404

0.276

a_{i_{1} i_{11}}, a_{i_{1} i_{22}} . .

killing1889_FO0405

0.113

t_{21}, t_{22} \ldots

killing1889_FO0406

0.113

a_{t_{2} t_{x}}, a_{t_{2} t_{2}} . .

killing1889_FO0407

0.184

a_{l_{2}}, a_{l_{2}} \ldots a_{l_{i}, L_{1}}

killing1889_FO0408

0.926

(l-1)^{\text {ter }}

killing1889_FO0409

0.598

m_{\mathrm{i}}

killing1889_FO0410

0.540

\omega_{i_{1}}, \omega_{i_{2}} \ldots

killing1889_FO0411

0.540

m_{i}

killing1889_FO0412

0.540

m_{i_{1}}, m_{i_{2}} \ldots

killing1889_FO0413

0.925

m_{t_{1}}, m_{t_{2}}

killing1889_FO0414

0.912

2 l

killing1889_FO0415

0.912

\omega_{1},-\omega_{1} \ldots \omega_{l},-\omega_{l}

killing1889_FO0416

0.918

m_{1} \omega_{1}+m_{2} \omega_{2}+\cdots+m_{l} \omega_{l}

killing1889_FO0417

0.293

a_{\iota \varkappa}

killing1889_FO0418

0.914

\omega_{\alpha_{1}}

killing1889_FO0419

0.914

\omega_{\alpha_{2}}

killing1889_FO0420

0.914

a_{\alpha_{1} \alpha_{2}}

killing1889_FO0421

0.914

a_{\alpha_{2} \alpha_{1}}

killing1889_FO0422

0.606

a_{i x}^{\prime}

killing1889_FO0423

0.776

a_{c x}^{\prime}

killing1889_FO0424

0.907

l=3

killing1889_FO0425

0.907

a_{i x}=-1

killing1889_FO0426

0.451

\omega_{1} \ldots \omega_{i}

killing1889_FO0427

0.924

\omega_{1}^{\prime} \ldots \omega_{i}^{\prime}

killing1889_FO0428

0.379

\omega_{1}^{\prime} \ldots \omega_{l}^{\prime}

killing1889_FO0429

0.752

a_{t x}^{\prime}

killing1889_FO0430

0.766

\$ 817

killing1889_FO0431

0.932

l=2

killing1889_FO0432

0.932

a_{12} a_{21}

killing1889_FO0433

0.909

a_{12}=a_{21}=-1

killing1889_FO0434

0.903

a_{12}=-1, a_{21}=-2

killing1889_FO0435

0.869

a_{12}=-1, a_{21}=-3

killing1889_FO0436

0.902

s^{2}+s+1

killing1889_FO0437

0.902

killing1889_FO0438

0.902

s^{2}+1

killing1889_FO0439

0.902

killing1889_FO0440

0.902

s^{2}-s+1

killing1889_FO0441

0.901

a_{13}, a_{31}, a_{23}, a_{32}

killing1889_FO0442

0.916

\iota, x=1 . . . l-1

killing1889_FO0443

0.861

\iota \gtrless x

killing1889_FO0444

0.693

a_{l k}

killing1889_FO0445

0.693

a_{k l}

killing1889_FO0446

0.837

a_{x l} a_{l x}

killing1889_FO0447

0.926

a_{l x}=a_{l}

killing1889_FO0448

0.926

a_{x l}=a_{l l}

killing1889_FO0449

0.787

\Delta

killing1889_FO0450

0.911

\frac{l-2}{2}

killing1889_FO0451

0.915

l>8

killing1889_FO0452

0.915

0,1, l-3, l-2

killing1889_FO0453

0.889

l<6

killing1889_FO0454

0.912

l=6,7,8

killing1889_FO0455

0.912

\alpha=2, l=3

killing1889_FO0456

0.902

\alpha=0

killing1889_FO0457

0.902

=l-2

killing1889_FO0458

0.916

\alpha=0, m=1

killing1889_FO0459

0.928

\omega_{1}, \omega_{2}, \ldots \omega_{l}, \omega_{1}-\omega_{2} \ldots \omega_{l}-\omega_{l} \ldots \omega_{l-1}-\omega_{l}

killing1889_FO0460

0.901

\omega_{x}-\omega_{l}

killing1889_FO0461

0.901

a_{x l}^{\prime}=a_{l x}^{\prime}=-1

killing1889_FO0462

0.553

x \geqslant \lambda

killing1889_FO0463

0.553

a_{2 l}^{\prime}=a_{l i}^{\prime}=0

killing1889_FO0464

0.553

\alpha=l-2

killing1889_FO0465

0.909

m=1

killing1889_FO0466

0.893

\alpha=0, m=2

killing1889_FO0467

0.463

a_{i x}=-1, a_{x l}=-2

killing1889_FO0468

0.890

\omega_{1} \ldots \omega_{i}, \omega_{x}-\omega_{2}

killing1889_FO0469

0.890

\omega_{i}-\omega_{x}, 2 \omega_{i}-\omega_{x}

killing1889_FO0470

0.897

2 \omega_{i}-\omega_{x}-\omega_{2}

killing1889_FO0471

0.897

2 \omega_{i}-\omega_{x}

killing1889_FO0472

0.705

a_{l x}

killing1889_FO0473

0.445

-\omega_{i}+\omega_{x}

killing1889_FO0474

0.445

a_{x i}^{\prime}=-2, a_{l x}^{\prime}=-1, a_{2 i}^{\prime}=a_{l i}^{\prime}=0

killing1889_FO0475

0.811

a_{l x}=-2, a_{k i}=-1

killing1889_FO0476

0.907

\omega_{x}-\omega_{2}

killing1889_FO0477

0.896

\omega_{x}-\omega_{i}, 2 \omega_{x}-\omega_{i}, \omega_{x}+\omega_{2}-\omega_{i}

killing1889_FO0478

0.889

2 \omega_{x}-\omega_{i}

killing1889_FO0479

0.889

a_{x i}^{\prime}=-1, a_{i x}^{\prime}=-2

killing1889_FO0480

0.906

x \gtrless \lambda: a_{\lambda i}^{\prime}=0

killing1889_FO0481

0.927

\alpha=1

killing1889_FO0482

0.465

a_{1 l} a_{1 l}=\cdots=a_{i-2, l} a_{l, l-2}=1, a_{l, l-1}=a_{l-1, l}=0

killing1889_FO0483

0.902

\omega_{1} \ldots \omega_{l}, \omega_{l}-\omega_{x}

killing1889_FO0484

0.912

1 \ldots l-2

killing1889_FO0485

0.750

\omega_{\nu}-\omega_{i}

killing1889_FO0486

0.750

a_{i}^{\prime}=a_{\nu}^{\prime}=-1, a_{i, L-1}^{\prime}=a_{i-1, i}^{\prime}=-1

killing1889_FO0487

0.899

a_{l \mu}=0

killing1889_FO0488

0.899

\alpha=l-3

killing1889_FO0489

0.926

l>3

killing1889_FO0490

0.585

\mu, \nu=1 \ldots l

killing1889_FO0491

0.585

\pm \omega_{\mu}, \pm\left(\omega_{\mu}-\omega_{\nu}\right)

killing1889_FO0492

0.582

\iota \ldots l-1

killing1889_FO0493

0.862

a_{\mu \nu}=-1, a_{l \mu}=-2, a_{\mu i}=-1

killing1889_FO0494

0.887

\mu, \nu

killing1889_FO0495

0.887

1 \ldots l-1

killing1889_FO0496

0.670

s^{1}+1

killing1889_FO0497

0.670

\left.D\right):(s+1)\left(s^{1-1}+1\right)

killing1889_FO0498

0.478

killing1889_FO0499

0.478

(l+1)^{t e}

killing1889_FO0500

0.478

\left.B\right)

killing1889_FO0501

0.478

2 l^{t e}

killing1889_FO0502

0.478

killing1889_FO0503

0.478

(2 l-2)^{t e}

killing1889_FO0504

0.890

\alpha=2

killing1889_FO0505

0.922

a=l-4

killing1889_FO0506

0.894

l=6

killing1889_FO0507

0.905

\iota, x \cdots=1,2,3

killing1889_FO0508

0.730

a_{i x}=-1, a_{i 4}=a_{i 5}=a_{i 6}=a_{i 4}=a_{54}=a_{64}=-1, a_{45}=a_{54}=-1

killing1889_FO0509

0.912

a_{46}=a_{64}=a_{56}=a_{65}=0

killing1889_FO0510

0.888

l=7

killing1889_FO0511

0.888

\iota, x \cdots=1 \cdots 4

killing1889_FO0512

0.430

a_{t x}=-1, a_{t 5}=a_{t 6}=a_{t 7}=a_{5 t}=a_{t i}=a_{7 t}=-1

killing1889_FO0513

0.902

a_{56}=a_{65}=-1, a_{57}=a_{67}=a_{75}=a_{76}=0

killing1889_FO0514

0.910

l=8

killing1889_FO0515

0.910

\iota, x \cdots=1 \cdots 5

killing1889_FO0516

0.905

(l-1)^{2}

killing1889_FO0517

0.763

1 . . .1-2

killing1889_FO0518

0.601

a_{x i} a_{t x}

killing1889_FO0519

0.444

a_{i-1, i} a_{i, L-1}=\frac{2}{m}

killing1889_FO0520

0.444

killing1889_FO0521

0.444

a_{i-1, i}=-1

killing1889_FO0522

0.257

a_{l_{1}} \ldots a_{l_{2}, \ldots}

killing1889_FO0523

0.859

a_{l, l-1}

killing1889_FO0524

0.859

m-2

killing1889_FO0525

0.583

5-l

killing1889_FO0526

0.583

a_{l, L-1}

killing1889_FO0527

0.907

4-2 m(l-2-\alpha)

killing1889_FO0528

0.913

\omega_{l}-2 \omega_{l-1}

killing1889_FO0529

0.913

l=4

killing1889_FO0530

0.924

l-1^{\text {ter }}

killing1889_FO0531

0.894

\iota, x<l

killing1889_FO0532

0.894

a_{b x}=-1

killing1889_FO0533

0.904

a_{1 l} \ldots a_{l-3, l}

killing1889_FO0534

0.198

a_{\mathrm{x} 1} a_{1 \mathrm{x}}

killing1889_FO0535

0.198

a_{1,1-1}

killing1889_FO0536

0.198

a_{1,2-2}

killing1889_FO0537

0.907

8-4 m-4 \alpha m

killing1889_FO0538

0.896

a_{l, l-2}

killing1889_FO0539

0.918

8-(l-1) m

killing1889_FO0540

0.918

a_{l, l-1}=a_{l, l-2}=0

killing1889_FO0541

0.693

8-4(b-3-\alpha) m

killing1889_FO0542

0.899

\omega_{5}

killing1889_FO0543

0.899

\omega_{4}-\omega_{5}

killing1889_FO0544

0.867

a_{51}^{\prime}=a_{52}^{\prime}=a_{53}^{\prime}=0

killing1889_FO0545

0.867

-\omega_{1}+\omega_{5}+\omega_{6}

killing1889_FO0546

0.867

\omega_{5}^{\prime}

killing1889_FO0547

0.920

a_{51}^{\prime}=0, a_{52}^{\prime}=a_{5 s}^{\prime}=-1

killing1889_FO0548

0.920

-\omega_{1}-\omega_{2}+\omega_{4}+\omega_{5}+\omega_{6}

killing1889_FO0549

0.929

a_{51}^{\prime}=a_{52}^{\prime}=0, a_{53}^{\prime}=-1

killing1889_FO0550

0.608

a_{u}=-2, a_{t x}=-1

killing1889_FO0551

0.328

a_{u}=-2, a_{a x}=-1

killing1889_FO0552

0.500

a_{31}=a_{41}=a_{32}=a_{42}=-2

killing1889_FO0553

0.908

s^{4}-s^{2}+1

killing1889_FO0554

0.886

1^{\text {ter }}

killing1889_FO0555

0.907

l-3

killing1889_FO0556

0.314

a_{t x} a_{x x}

killing1889_FO0557

0.938

l=5

killing1889_FO0558

0.928

l=7 \mathrm{zu}

killing1889_FO0559

0.931

l=9

killing1889_FO0560

0.946

a_{27}=a_{37}=a_{47}=a_{57}=a_{67}=-1

killing1889_FO0561

0.557

\omega_{7}

killing1889_FO0562

0.557

\omega_{2} \ldots \omega_{6}

killing1889_FO0563

0.557

\omega_{4}

killing1889_FO0564

0.932

\omega_{2}-\omega_{7}

killing1889_FO0565

0.904

\omega_{6}-\omega_{7}

killing1889_FO0566

0.892

-\omega_{7}-\omega_{2}+\omega_{4}+\omega_{5}+\omega_{6}

killing1889_FO0567

0.924

\omega_{7}+\omega_{2}+\omega_{3}-\omega_{4}-\omega_{5}-\omega_{6}

killing1889_FO0568

0.922

-\omega_{7}-\omega_{2}-\omega_{3}+\omega_{4}+\omega_{5}+2 \omega_{6}

killing1889_FO0569

0.867

a_{17}, a_{71} \ldots

killing1889_FO0570

0.925

a_{17} a_{71}, \ldots a_{57} a_{75}

killing1889_FO0571

0.911

a_{76} a_{67}

killing1889_FO0572

0.911

a_{75} a_{57}

killing1889_FO0573

0.918

a_{74} a_{47}

killing1889_FO0574

0.919

a_{67}=a_{76}=-1

killing1889_FO0575

0.919

a_{57}=a_{47}=0

killing1889_FO0576

0.919

a_{17}=a_{27}=a_{37}

killing1889_FO0577

0.915

a_{67}=0, a_{47}=a_{57}=-1

killing1889_FO0578

0.914

a_{17}, a_{27}, a_{37}

killing1889_FO0579

0.798

\omega_{\mathrm{s}}

killing1889_FO0580

0.915

\omega_{2} \ldots \omega_{7}

killing1889_FO0581

0.915

\omega_{6}

killing1889_FO0582

0.900

\omega_{8}

killing1889_FO0583

0.900

a_{28}=\cdots=a_{78}=-1

killing1889_FO0584

0.900

\omega_{2}-\omega_{8}

killing1889_FO0585

0.950

a_{28}=-1, a_{38}=\cdots=a_{78}=0

killing1889_FO0586

0.950

\omega_{7}-\omega_{8}

killing1889_FO0587

0.909

-\omega_{8}-\omega_{2}+\omega_{5}+\omega_{6}+\omega_{7}

killing1889_FO0588

0.800

\omega_{\mathrm{S}}+\omega_{2}+\omega_{3}-\omega_{5}-\omega_{6}-\omega_{7}

killing1889_FO0589

0.896

-\omega_{8}-\omega_{2}-\omega_{3}+\omega_{5}+\omega_{6}+2 \omega_{7}

killing1889_FO0590

0.788

\omega_{8}+\omega_{2}+\omega_{3}-\omega_{4}-\omega_{5}-\omega_{6}-2 \omega_{7}

killing1889_FO0591

0.588

a_{75}=-1, a_{56}=a_{65}=0

killing1889_FO0592

0.739

a_{18}, a_{28}, a_{38}, a_{48}

killing1889_FO0593

0.892

a_{7 \mathrm{~s}}=0, a_{5 \mathrm{~s}}=a_{6 \mathrm{~s}}=-1

killing1889_FO0594

0.590

a_{18}, a_{23}, a_{36}, a_{48}

killing1889_FO0595

0.220

7^{\text {ar }}

killing1889_FO0596

0.220

8^{\text {arr }}

killing1889_FO0597

0.552

\alpha, \beta, \gamma

killing1889_FO0598

0.552

1 \ldots \gamma-2 l

killing1889_FO0599

0.916

r \ldots r-l+1

killing1889_FO0600

0.676

\left(X_{\alpha} X_{p}\right)

killing1889_FO0601

0.924

\iota, x, \iota^{\prime}, x^{\prime}, \ldots

killing1889_FO0602

0.662

\omega_{i}+\omega_{i}=0,\left(X_{i} X_{i^{\prime}}\right)

killing1889_FO0603

0.683

\pm \omega_{1} \cdots \pm \omega_{l}

killing1889_FO0604

0.930

a_{\iota}

killing1889_FO0605

0.905

\omega_{\alpha}^{(\nu)}+\omega_{\beta}^{(\nu)}

killing1889_FO0606

0.506

\omega_{\alpha}^{(\gamma)}+\omega_{\beta}^{(\gamma)}=0

killing1889_FO0607

0.929

\iota, x . .

killing1889_FO0608

0.616

\pm \omega_{t}, \pm \omega_{x}

killing1889_FO0609

0.594

\omega_{i}-\omega_{x}

killing1889_FO0610

0.594

\omega_{\alpha},-\omega_{i}+\omega_{x}

killing1889_FO0611

0.594

\omega_{\alpha}^{\prime}

killing1889_FO0612

0.805

c_{t x^{\prime} \alpha}, c_{i^{\prime} x \alpha^{\prime}}, c_{t a^{\prime} x}, c_{\alpha x_{i}}

killing1889_FO0613

0.927

\alpha, \alpha^{\prime}, \iota

killing1889_FO0614

0.924

\left(X_{\alpha} X_{\alpha^{\prime}}\right)

killing1889_FO0615

0.881

X_{1} \ldots X_{2 l}

killing1889_FO0616

0.881

\omega_{\beta}=\omega_{\iota}-\omega_{x}

killing1889_FO0617

0.835

=\omega_{i}-2 \omega_{x} \cdots

killing1889_FO0618

0.835

\omega_{i}, \omega_{x}

killing1889_FO0619

0.345

\omega_{\iota}-\omega_{x} \cdots \omega_{\iota}+a_{\iota x} \omega_{x}

killing1889_FO0620

0.593

\omega_{\iota}

killing1889_FO0621

0.915

\omega_{i}-\omega_{x} \cdots \omega_{i}+a_{i x} \omega_{x}

killing1889_FO0622

0.811

a_{\iota x}

killing1889_FO0623

0.906

a_{: x}

killing1889_FO0624

0.459

X_{r-1} f \ldots X_{r-1+1} f

killing1889_FO0625

0.781

X_{1} f \ldots X_{\cdots 1} f

killing1889_FO0626

0.878

\left(X_{r} X_{\alpha}\right)=\omega_{\alpha} X_{\alpha} f \ldots\left(X_{r-i+1} X_{\alpha}\right)=\omega_{\alpha}^{(i-1)} X_{\alpha} f

killing1889_FO0627

0.758

\omega_{\alpha}^{*}+\omega_{\beta}^{*}=\omega_{\gamma}^{*}

killing1889_FO0628

0.528

\omega_{\alpha}^{\prime}+\omega_{\alpha^{\prime}}^{\prime}=0

killing1889_FO0629

0.528

\operatorname{kann}\left(X_{\alpha} X_{\alpha}\right)

killing1889_FO0630

0.528

X_{r} \ldots X_{r-4+1}

killing1889_FO0631

0.915

\iota_{1}

killing1889_FO0632

0.915

a_{u_{i}}

killing1889_FO0633

0.924

\iota_{11}

killing1889_FO0634

0.924

a_{4_{4}}

killing1889_FO0635

0.916

X_{\alpha}

killing1889_FO0636

0.755

\mathrm{X}_{\alpha_{i}} f

killing1889_FO0637

0.755

\left(\mathrm{X}_{\alpha} \mathrm{X}_{\alpha_{i}}\right) \neq 0

killing1889_FO0638

0.932

X_{\alpha_{i}} f

killing1889_FO0639

0.531

X_{r} f \ldots X_{r-L+1} f

killing1889_FO0640

0.869

\left(X_{Q} X_{\sigma}\right)

killing1889_FO0641

0.677

a_{1 *}

killing1889_FO0642

0.878

2 \varrho

killing1889_FO0643

0.878

\iota_{1} \ldots \iota_{\rho}, \iota_{1}^{\prime} \ldots \iota_{\rho}^{\prime}

killing1889_FO0644

0.474

\omega_{i_{1}}+\omega_{i_{1}^{\prime}}=0 \ldots \omega_{i_{\rho}}+\omega_{i_{\rho}^{\prime}}=0

killing1889_FO0645

0.870

\omega_{\alpha}^{\nu}+\omega_{\beta}^{\nu}

killing1889_FO0646

0.896

a_{\alpha \beta}

killing1889_FO0647

0.860

\omega_{\alpha}^{\nu}+\mathfrak{a} \omega_{\beta}^{\nu}

killing1889_FO0648

0.860

\omega_{\alpha}^{\nu}-\mathfrak{a} \omega_{\beta}^{\nu}

killing1889_FO0649

0.887

\omega_{\alpha}+\mathfrak{a} \omega_{\beta}

killing1889_FO0650

0.894

\varrho-1

killing1889_FO0651

0.485

\left(\iota_{1} \ldots \iota_{0}\right)

killing1889_FO0652

0.854

\rho^{\text {ter }}

killing1889_FO0653

0.885

\varrho+1

killing1889_FO0654

0.612

a_{\iota 2}

killing1889_FO0655

0.522

\left(X_{\imath} X_{\alpha}\right)

killing1889_FO0656

0.817

\alpha, \beta, \ldots

killing1889_FO0657

0.881

\left(\mathrm{X}_{\alpha} \mathrm{X}_{p}\right)

killing1889_FO0658

0.811

X_{i} f

killing1889_FO0659

0.811

c_{a p}

killing1889_FO0660

0.858

\left(\alpha \beta^{\prime}\right)

killing1889_FO0661

0.911

l=1

killing1889_FO0662

0.886

X_{r} f \ldots X_{r-1+1} f

killing1889_FO0663

0.196

{ }_{\mathrm{t}}

killing1889_FO0664

0.915

X_{r-1}

killing1889_FO0665

0.590

X_{\alpha_{0}}

killing1889_FO0666

0.590

2 \omega_{\mu}

killing1889_FO0667

0.505

\omega_{\gamma}=2 \omega_{a}

killing1889_FO0668

0.909

\alpha_{1} \beta_{0} \gamma_{0}

killing1889_FO0669

0.426

c_{i, x \lambda}

killing1889_FO0670

0.924

X_{r} f \ldots X_{r-l+1} f

killing1889_FO0671

0.271

m_{1} \ldots m_{r-l}

killing1889_FO0672

0.934

\iota, x, \lambda \ldots

killing1889_FO0673

0.695

X_{0 i} f, X_{i 0} f, X_{i t} f, X_{i x} f

killing1889_FO0674

0.322

\Sigma \eta_{i} X_{i l} f

killing1889_FO0675

0.582

X_{\iota 0}, X_{0 \iota}, X_{\iota}

killing1889_FO0676

0.921

\pm \omega_{i}, \pm\left(\omega_{i}-\omega_{x}\right)

killing1889_FO0677

0.924

X_{0 i}

killing1889_FO0678

0.649

m_{i} X_{i 0}

killing1889_FO0679

0.403

\eta_{i}, \eta_{i}^{\prime} \ldots m_{i}

killing1889_FO0680

0.403

\left(X_{0}, X_{i 0}\right)

killing1889_FO0681

0.542

\omega_{i}^{\prime}=-1, \omega_{i}^{\nu}=0

killing1889_FO0682

0.542

\nu \gtrless \iota

killing1889_FO0683

0.625

\omega_{\imath}-\omega_{x}

killing1889_FO0684

0.625

m_{\imath x} X_{\imath x}

killing1889_FO0685

0.721

m_{t x}, m_{x x}

killing1889_FO0686

0.634

l(2 l-2)

killing1889_FO0687

0.634

\pm \pi_{\imath} \pm \pi_{x}

killing1889_FO0688

0.297

\iota,{ }^{6}=1 \ldots 2 l

killing1889_FO0689

0.462

l(2 l-1)

killing1889_FO0690

0.462

X_{\iota x} f\left(=-X_{x \iota} f\right)

killing1889_FO0691

0.515

\left(X_{\alpha} X_{\alpha}\right)=X_{\alpha} f,\left(X_{\alpha}, X_{\alpha_{\mu}}\right)=0

killing1889_FO0692

0.925

\pm \pi_{i} \pm \pi_{x}

killing1889_FO0693

0.929

\omega_{i}-\omega_{1}, \omega_{l}-\omega_{2} \cdots \omega_{l}-\omega_{l-1}, \omega_{l}

killing1889_FO0694

0.611

\pm \omega_{i}, \pm \omega_{i} \pm \omega_{x}

killing1889_FO0695

0.611

2 l^{2}

killing1889_FO0696

0.916

\alpha, \beta=1 \ldots 2 l+1

killing1889_FO0697

0.916

l(2 l+1)

killing1889_FO0698

0.916

X_{\alpha \beta}\left(--X_{\beta \alpha}\right)

killing1889_FO0699

0.934

\alpha, \beta, \gamma, \delta

killing1889_FO0700

0.916

2 \omega_{1}-\omega_{l}, 2 \omega_{2}-\omega_{l} \ldots 2 \omega_{l-1}-\omega_{l}, \omega_{l}

killing1889_FO0701

0.901

\pm \omega_{i}, \frac{ \pm \omega_{i} \pm \omega_{x}}{2}

killing1889_FO0702

0.612

\frac{t-x}{2}

killing1889_FO0703

0.898

\iota, x, v

killing1889_FO0704

0.299

E_{t}, E_{\frac{t \pm x}{2}}, \omega_{t}^{\gamma}

killing1889_FO0705

0.299

e_{t}^{\gamma}, e_{\frac{ \pm x}{2}}^{\gamma}

killing1889_FO0706

0.769

p_{\iota}

killing1889_FO0707

0.860

\left(\frac{\imath+x}{2}, \frac{-\imath-x}{2}, \frac{-\imath+\lambda}{2}\right)

killing1889_FO0708

0.883

\left(t, \frac{-t+x}{2}, \frac{-t-x}{2}\right)

killing1889_FO0709

0.561

\left(\frac{1+x}{2}, \frac{-1+1}{2}, \frac{-x-2}{2}\right)

killing1889_FO0710

0.604

\imath, x, \frac{-\imath-x}{2}

killing1889_FO0711

0.733

\left(\iota, \frac{-i+x}{2}, \frac{-i+2}{2}\right)

killing1889_FO0712

0.878

\left(\iota, \frac{-i+x}{2}, \frac{-x+\lambda}{2}\right)

killing1889_FO0713

0.792

\left(\frac{i+x}{2}, \frac{i+1}{2}, \frac{-x-1}{2}\right)

killing1889_FO0714

0.890

\left(\frac{t+x}{2}, \frac{-t+1}{2}, \frac{-x+\mu}{2}\right)

killing1889_FO0715

0.926

killing1889_FO0716

0.910

X_{r} f \ldots

killing1889_FO0717

0.076

X_{r \rightarrow+1} f

killing1889_FO0718

0.076

X_{i}, X_{\frac{ \pm^{i} \pm x}{2}} f

killing1889_FO0719

0.354

\omega_{i}^{(l-1)}=-2, \omega_{i}^{(\nu-1)}=0

killing1889_FO0720

0.354

\iota \gtrless \nu

killing1889_FO0721

0.354

g_{i}=1

killing1889_FO0722

0.151

\frac{g_{t x}}{2}=1

killing1889_FO0723

0.151

p_{t x}

killing1889_FO0724

0.545

l(l+2)

killing1889_FO0725

0.642

X_{0 \iota}, X_{\iota_{0}}, X_{\iota x}

killing1889_FO0726

0.897

\left(X_{\iota \varkappa} X_{2 \mu}\right)=0

killing1889_FO0727

0.897

\iota=\mu

killing1889_FO0728

0.897

\varkappa=\lambda

killing1889_FO0729

0.287

\iota, x=1 \ldots 2 l

killing1889_FO0730

0.287

X_{\iota} f\left(=-X_{\iota_{i}} f\right)

killing1889_FO0731

0.441

\left(X_{\imath x} X_{\imath \lambda}\right)=X_{x 2} f, \quad\left(X_{\imath x} X_{2 \mu}\right)=0

killing1889_FO0732

0.921

\iota, x, \lambda, \mu

killing1889_FO0733

0.916

\iota, x=1 \ldots 2 l+1

killing1889_FO0734

0.908

X_{t x}\left(=-X_{x_{t}}\right)

killing1889_FO0735

0.905

\iota, \mathrm{x}

killing1889_FO0736

0.905

2 l(l-1)

killing1889_FO0737

0.777

p_{\iota \times}

killing1889_FO0738

0.624

\omega_{\alpha}, \omega_{\beta}

killing1889_FO0739

0.892

l-1^{\text {ten }}

killing1889_FO0740

0.922

-\omega_{1}+\omega_{2}

killing1889_FO0741

0.912

\omega_{1}, \omega_{2}, \omega_{3}, \omega_{4}, \omega_{5}, \omega_{6}

killing1889_FO0742

0.904

\omega_{1^{\prime}}, \omega_{2^{\prime}} \ldots \omega_{6^{\prime}}

killing1889_FO0743

0.890

X_{\imath} f

killing1889_FO0744

0.893

X_{r} f, X_{r-1} f

killing1889_FO0745

0.893

X_{7} f

killing1889_FO0746

0.893

X_{8} f

killing1889_FO0747

0.650

e_{3}^{\prime} \ldots e_{6}^{\prime}

killing1889_FO0748

0.314

(t, t, x)

killing1889_FO0749

0.314

g_{i}{ }^{2}=E_{i}

killing1889_FO0750

0.799

X_{7}

killing1889_FO0751

0.799

X_{8}

killing1889_FO0752

0.494

X_{1^{\prime}}

killing1889_FO0753

0.494

X_{z}

killing1889_FO0754

0.585

X_{3}, X_{3^{\prime}} \ldots

killing1889_FO0755

0.930

p_{5}=1

killing1889_FO0756

0.830

\omega_{1}-\omega_{2}

killing1889_FO0757

0.883

c_{124}

killing1889_FO0758

0.597

e_{\imath}{ }^{\nu}, g_{\imath}{ }^{2}

killing1889_FO0759

0.921

\pm \iota

killing1889_FO0760

0.769

\pm x_{i} \pm x_{x}

killing1889_FO0761

0.769

1 \ldots 5

killing1889_FO0762

0.913

1 \ldots 7

killing1889_FO0763

0.455

\left(X_{\imath} X_{x}\right)