\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.438 rows
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 |
|---|---|---|---|---|---|
| penev_B_FO0001 | 1 | 1.000 | \left\langle\mathbf{s}_{\|}, \mathbf{s}_{\perp}\right\rangle=0 | | |
| penev_B_FO0002 | 1 | 1.000 | \|\mathbf{s}\|^{2}=\left\|\mathbf{s}_{\|}\right\|^{2}+\left\|\mathbf{s}_{\perp}\right\|^{2} | | |
| penev_B_FO0003 | 1 | 1.000 | O_{m} | | |
| penev_B_FO0004 | 1 | 0.430 | \mathrm{s}^{\text {rec }} | | |
| penev_B_FO0005 | 1 | 0.430 | \left\{\mathrm{q}_{\mathrm{m}}\right\}_{\mathrm{x}_{\mathrm{m}} \in \mathcal{M}} | | |
| penev_B_FO0006 | 1 | 0.577 | O^{r e c}(\mathbf{x})(4.45) | | |
| penev_B_FO0007 | 1 | 0.606 | \left\{\mathbf{p}_{m}\right\}_{\mathbf{x}_{m}} \in \mathcal{M} | | |
| penev_B_FO0008 | 1 | 0.486 | \mathbf{Q}_{n m}=\left\langle\mathbf{q}_{n}, \mathbf{q}_{m}\right\rangle | | |
| penev_B_FO0009 | 1 | 0.486 | \mathbf{B}=\mathbf{Q}^{1} | | |
| penev_B_FO0011 | 1 | 0.592 | \mathbf{Q} | | |
| penev_B_FO0012 | 1 | 0.592 | \mathbf{P} | | |
| penev_B_FO0013 | 1 | 1.000 | \mathcal{M} | | |
| penev_B_FO0014 | 1 | 0.826 | \mathbf{x} | | |
| penev_B_FO0015 | 1 | 0.826 | a_{m}(\mathbf{x}) | | |
| penev_B_FO0016 | 1 | 1.000 | \phi | | |
| penev_B_FO0017 | 1 | 0.999 | \phi \mathrm{is}^{35} | | |
| penev_B_FO0018 | 1 | 0.654 | K^{(-1)}{ }_{n}(\mathrm{x})=\left(\tilde{\mathrm{x}}, \mathrm{K}^{(-1)} \hat{\mathrm{x}}_{n}\right) | | |
| penev_B_FO0019 | 1 | 0.269 | |\mathcal{M}| | | |
| penev_B_FO0020 | 1 | 0.999 | Q | | |
| penev_B_FO0021 | 1 | 0.623 | \left\{P_{\mathrm{m}}(\mathrm{x})\right\}_{\mathrm{x}_{\mathrm{m}} \in \mathcal{M}} | | |
| penev_B_FO0022 | 1 | 0.990 | \mathrm{x}_{m} | | |
| penev_B_FO0023 | 1 | 0.990 | m | | |
| penev_B_FO0024 | 1 | 0.446 | P_{\mathrm{m}}\left(\mathrm{x}_{\mathrm{m} \mathrm{n}}\right) | | |
| penev_B_FO0025 | 1 | 0.446 | V | | |
| penev_B_FO0026 | 1 | 0.961 | \mathbf{x}_{m} | | |
| penev_B_FO0027 | 1 | 0.905 | N | | |
| penev_B_FO0028 | 1 | 0.905 | V .{ }^{36} | | |
| penev_B_FO0029 | 1 | 0.709 | \phi(\mathrm{x}) | | |
| penev_B_FO0030 | 1 | 1.000 | \mathcal{P}[\phi(\mathbf{x})] | | |
| penev_B_FO0031 | 1 | 0.968 | O^{\text {rec }}(\mathbf{x}) | | |
| penev_B_FO0032 | 1 | 0.743 | \left\{O\left(\mathrm{x}_{m}\right)\right\}_{\mathrm{x}_{m} \in \mathcal{M}} | | |
| penev_B_FO0033 | 1 | 1.000 | O(\mathbf{x}) | | |
| penev_B_FO0034 | 1 | 1.000 | \mathcal{P}[\phi] | | |
| penev_B_FO0035 | 1 | 0.999 | \mathcal{M}^{(0)}=\emptyset | | |
| penev_B_FO0036 | 1 | 0.866 | n | | |
| penev_B_FO0037 | 1 | 0.866 | \mathcal{M}^{(n)} | | |
| penev_B_FO0038 | 1 | 0.806 | \left\{O\left(\mathbf{x}_{m}\right)\right\}_{\mathbf{x}_{m} \in \mathcal{M}} | | |
| penev_B_FO0039 | 1 | 1.000 | \mathcal{M}=\mathcal{M}^{(n)} | | |
| penev_B_FO0040 | 1 | 0.479 | O^{r e c}(\mathrm{x}) | | |
| penev_B_FO0041 | 1 | 0.718 | \mathrm{x}_{m+1} | | |
| penev_B_FO0042 | 1 | 0.718 | O^{\text {err }}\left(\mathrm{x}_{m+1}\right) | | |
| penev_B_FO0043 | 1 | 0.980 | O^{\text {err }}\left(\mathbf{x}_{m+1}\right)^{2} | | |
| penev_B_FO0044 | 1 | 1.000 | -\log \mathcal{P}[\phi] | | |
| penev_B_FO0045 | 1 | 0.810 | -\log \mathcal{P}[\phi]-\left(-\log \mathcal{P}\left[\phi^{\text {rec }}\right]\right) | | |
| penev_B_FO0046 | 1 | 0.810 | \left\|O^{\text {err }}\right\|_{U}^{2} | | |
| penev_B_FO0047 | 1 | 0.771 | \left\|O^{\text {err }}\right\|_{E}^{2}=\frac{1}{V} \sum_{x} O^{\text {err }}(\mathbf{x})^{2}(2.8) | | |
| penev_B_FO0048 | 1 | 0.779 | \mathbf{x}_{m+1} | | |
| penev_B_FO0049 | 1 | 0.779 | \mathcal{M}^{(\mathbf{n})} | | |
| penev_B_FO0050 | 1 | 0.974 | \mathcal{M}^{(n+1)} | | |
| penev_B_FO0051 | 1 | 0.974 | n+1 .^{39} | | |
| penev_B_FO0052 | 1 | 0.978 | |\mathcal{M}|=N | | |
| penev_B_FO0053 | 1 | 0.972 | O^{e r r}(x)=0 | | |
| penev_B_FO0054 | 1 | 1.000 | \mathcal{M}^{(25)} | | |
| penev_B_FO0055 | 1 | 0.990 | \mathcal{M}^{(64)} | | |
| penev_B_FO0056 | 1 | 0.822 | a_{r} | | |
| penev_B_FO0057 | 1 | 0.996 | x_{m+1} | | |
| penev_B_FO0058 | 1 | 0.958 | O^{\text {err }}\left(\mathbf{x}_{m+1}\right) | | |
| penev_B_FO0059 | 1 | 0.958 | O^{\text {rec }}\left(\mathbf{x}_{m+1}\right) | | |
| penev_B_FO0060 | 1 | 0.637 | O\left(\mathbf{x}_{m+1}\right) | | |
| penev_B_FO0061 | 1 | 0.938 | O^{e r r}\left(x_{m+1}\right) | | |
| penev_B_FO0062 | 1 | 0.515 | \left\|O^{e r r}\right\|_{U}^{2} | | |
| penev_B_FO0063 | 1 | 0.515 | \sim V | | |
| penev_B_FO0066 | 2 | 1.000 | a | | |
| penev_B_FO0067 | 2 | 0.999 | \phi(\mathbf{x}) | | |
| penev_B_FO0068 | 2 | 0.999 | b | | |
| penev_B_FO0069 | 2 | 0.995 | N=220 | | |
| penev_B_FO0070 | 2 | 0.995 | \phi^{r e c}(\mathbf{x}) | | |
| penev_B_FO0071 | 2 | 0.995 | N=64 | | |
| penev_B_FO0072 | 2 | 0.965 | 8 \times 8 | | |
| penev_B_FO0073 | 2 | 1.000 | \Psi_{1} | | |
| penev_B_FO0074 | 2 | 1.000 | a_{1} | | |
| penev_B_FO0075 | 2 | 0.999 | \phi^{\text {rec }}(\mathbf{x}) | | |
| penev_B_FO0076 | 2 | 0.999 | \phi(\mathbf{x})-\phi^{\text {rec }}(\mathbf{x}) | | |
| penev_B_FO0077 | 2 | 0.499 | c | | |
| penev_B_FO0078 | 2 | 0.499 | \left(\phi(\mathrm{x})-a_{1} \Psi_{1}\right. | | |
| penev_B_FO0079 | 2 | 0.990 | \Psi_{2} | | |
| penev_B_FO0080 | 2 | 0.990 | a_{2} | | |
| penev_B_FO0088 | 2 | 1.000 | (m-1) | | |
| penev_B_FO0092 | 2 | 0.560 | 99 \% | | |
| penev_B_FO0093 | 2 | 0.560 | 50 \% | | |
| penev_B_FO0094 | 2 | 1.000 | r | | |
| penev_B_FO0101 | 3 | 1.000 | \mathcal{M}^{(50)} | | |
| penev_B_FO0102 | 3 | 0.496 | \left\{O\left(x_{m}\right)\right\}_{x_{m} \in \mathcal{M}} | | |
| penev_B_FO0103 | 3 | 0.496 | O(x) | | |
| penev_B_FO0104 | 3 | 0.951 | \left\{a_{m}(\mathbf{x})\right\}_{x_{m} \in \mathcal{M}} | | |
| penev_B_FO0105 | 3 | 0.342 | \sum_{n=1}^{\mathcal{M}} \mathrm{Q}^{-1}{ }_{n n n} K^{(-1)}{ }_{n}(\mathbf{x}) | | |
| penev_B_FO0108 | 3 | 0.938 | \mathbf{Q}^{-\mathbf{1}} | | |
| penev_B_FO0109 | 3 | 0.907 | \mathcal{O}_{I} | | |
| penev_B_FO0110 | 3 | 1.000 | \mathbf{Q}^{-1} | | |
| penev_B_FO0111 | 3 | 0.644 | \mathcal{O}_{1} | | |
| penev_B_FO0112 | 3 | 1.000 | \mathcal{O}_{l} | | |
| penev_B_FO0113 | 4 | 0.601 | G(\mathcal{O})(\mathbf{x})=\mathrm{g}(\mathcal{O}(\mathbf{x})) | | |
| penev_B_FO0114 | 4 | 1.000 | \tau | | |
| penev_B_FO0115 | 4 | 1.000 | \mathcal{O}(\mathbf{x}) | | |
| penev_B_FO0116 | 4 | 0.555 | \frac{d}{d t} \mathcal{O}(\mathbf{x})=0 | | |
| penev_B_FO0117 | 4 | 0.465 | O^{\mathrm{rec}}=\mathrm{P} \mathcal{O}=\mathrm{K} \phi=O | | |
| penev_B_FO0118 | 4 | 0.997 | \left\{\mathcal{O}_{m}\right\}_{x_{m} \in \mathcal{M}} | | |
| penev_B_FO0119 | 4 | 0.840 | \mathrm{g}: \mathcal{R} \rightarrow[a, b] | | |
| penev_B_FO0120 | 4 | 0.840 | a=-b | | |
| penev_B_FO0121 | 4 | 0.809 | \mathrm{g}^{\prime} | | |
| penev_B_FO0122 | 4 | 0.809 | \theta | | |
| penev_B_FO0131 | 4 | 0.800 | g | | |
| penev_B_FO0132 | 4 | 0.607 | \mathcal{O}_{i} | | |
| penev_B_FO0133 | 4 | 0.863 | \mathcal{P}_{\text {objects }} | | |
| penev_B_FO0134 | 4 | 0.992 | \mathcal{P}_{\text {images }} | | |
| penev_B_FO0135 | 4 | 0.445 | \mathcal{P}_{\text {object }} \mathrm{can} | | |
| penev_B_FO0136 | 5 | 0.945 | \left\{I^{t}\right\}_{t \in T} | | |
| penev_B_FO0137 | 5 | 1.000 | I^{t} | | |
| penev_B_FO0138 | 5 | 1.000 | \left(X_{l}^{t}, Y_{l}^{t}\right) | | |
| penev_B_FO0139 | 5 | 1.000 | \left(X_{r}^{t}, Y_{r}^{t}\right) | | |
| penev_B_FO0140 | 5 | 0.698 | \theta^{i} | | |
| penev_B_FO0141 | 5 | 1.000 | S^{i} | | |
| penev_B_FO0142 | 5 | 0.998 | X^{t} | | |
| penev_B_FO0143 | 5 | 0.998 | Y^{t} | | |
| penev_B_FO0144 | 5 | 0.998 | \phi^{t} | | |
| penev_B_FO0145 | 5 | 0.827 | H | | |
| penev_B_FO0146 | 5 | 0.554 | \left(X_{l}, Y_{l}\right) | | |
| penev_B_FO0147 | 5 | 0.554 | \left(X_{r}, Y_{r}\right) | | |
| penev_B_FO0148 | 5 | 0.554 | \alpha | | |
| penev_B_FO0149 | 5 | 0.554 | H\left(I^{t} ; \alpha^{t}\right) | | |
| penev_B_FO0150 | 5 | 1.000 | H\left(I^{t} ; \alpha^{t}+\Delta \alpha\right) | | |
| penev_B_FO0151 | 5 | 1.000 | \Delta \alpha | | |
| penev_B_FO0153 | 5 | 1.000 | \left\{\Psi_{r}(\mathbf{x})\right\}_{r=1}^{16} | | |
| penev_B_FO0154 | 5 | 0.998 | 2 A | | |
| penev_B_FO0155 | 5 | 1.000 | 2 B | | |
| penev_B_FO0156 | 5 | 1.000 | \Psi_{8} | | |
| penev_B_FO0157 | 5 | 1.000 | \Psi_{12} | | |
| penev_B_FO0158 | 5 | 1.000 | \Psi_{13} | | |
| penev_B_FO0159 | 5 | 1.000 | \Psi_{14} | | |
| penev_B_FO0160 | 5 | 1.000 | \Psi_{18} | | |
| penev_B_FO0161 | 5 | 1.000 | \Psi_{14}, \Psi_{15}, \Psi_{16} | | |
| penev_B_FO0162 | 5 | 0.439 | \boldsymbol{\Psi}_{1} | | |
| penev_B_FO0163 | 5 | 0.439 | \boldsymbol{\Psi}_{13} | | |
| penev_B_FO0164 | 5 | 0.833 | \boldsymbol{\Psi}_{8} | | |
| penev_B_FO0165 | 5 | 1.000 | \Psi_{100} | | |
| penev_B_FO0166 | 5 | 1.000 | \Psi_{200} | | |
| penev_B_FO0167 | 5 | 0.935 | \Psi_{500} | | |
| penev_B_FO0168 | 5 | 0.935 | \Psi_{1000} | | |
| penev_B_FO0169 | 5 | 0.935 | \Psi_{2000} | | |
| penev_B_FO0170 | 5 | 1.000 | N>60 | | |
| penev_B_FO0171 | 5 | 0.955 | \phi_{1000}^{e r r} | | |
| penev_B_FO0172 | 5 | 0.987 | S-U | | |
| penev_B_FO0173 | 5 | 0.994 | N \approx 300 | | |
| penev_B_FO0174 | 5 | 1.000 | N \in[200,500] | | |
| penev_B_FO0175 | 6 | 1.000 | \phi_{N}^{\text {rec }} | | |
| penev_B_FO0176 | 6 | 0.999 | \phi_{N}^{\text {err }} | | |
| penev_B_FO0177 | 6 | 0.923 | { }^{6} \mathrm{cf} . \Psi_{8} | | |
| penev_B_FO0192 | 6 | 0.974 | H(I ; \alpha)(5.2) | | |
| penev_B_FO0193 | 6 | 0.974 | \left\{\alpha^{t}\right\}_{t \in T}(5.1),{ }^{8} | | |
| penev_B_FO0194 | 6 | 1.000 | I^{i} | | |
| penev_B_FO0195 | 6 | 0.336 | \left\{\phi^{t}\left(\alpha^{t}\right)\right\}_{t \in T} | | |
| penev_B_FO0196 | 6 | 0.336 | \left\{\phi^{i}(\alpha)\right\}_{t \in T^{\prime}, \alpha \in \Delta_{\alpha^{l}}} | | |
| penev_B_FO0197 | 6 | 0.336 | \Delta_{\alpha^{i}} | | |
| penev_B_FO0198 | 6 | 0.986 | \alpha^{t} | | |
| penev_B_FO0199 | 6 | 0.986 | \mathcal{P}\left[\phi^{t}(\alpha)\right] | | |
| penev_B_FO0200 | 6 | 0.994 | S | | |
| penev_B_FO0201 | 6 | 0.994 | \mathbf{P}^{\prime} | | |
| penev_B_FO0202 | 6 | 0.966 | I | | |
| penev_B_FO0203 | 6 | 0.966 | \alpha_{0} | | |
| penev_B_FO0204 | 6 | 0.860 | \{\phi(\alpha)\}_{\alpha \in \Delta_{\alpha_{0}}} | | |
| penev_B_FO0205 | 6 | 0.769 | \langle S\rangle(5.4) | | |
| penev_B_FO0206 | 6 | 0.769 | \mathcal{P}[\phi(\alpha)] | | |
| penev_B_FO0207 | 6 | 0.998 | \alpha^{2} | | |
| penev_B_FO0208 | 6 | 0.723 | \left\{\left(X_{l}^{t}, Y_{l}^{t} ; X_{r}^{t}, Y_{r}^{t}\right)\right\}_{t \in T} | | |
| penev_B_FO0209 | 6 | 0.723 | \left\{\alpha_{G, M}^{t}\right\}_{t \in T} | | |
| penev_B_FO0210 | 7 | 0.861 | \langle S\rangle\left(N, \alpha_{h}^{t}\right) | | |
| penev_B_FO0211 | 7 | 0.998 | \alpha_{h}^{t} | | |
| penev_B_FO0212 | 7 | 0.999 | \phi^{t}(0)(==) | | |
| penev_B_FO0213 | 7 | 0.985 | \langle S\rangle(N) \rightarrow \frac{\sigma_{0}{ }^{2}}{\sum_{r=1}^{N} \sigma_{r}{ }^{2}} | | |
| penev_B_FO0214 | 7 | 0.985 | N \rightarrow T | | |
| penev_B_FO0215 | 7 | 0.999 | \phi^{t}\left(h_{n}\right) | | |
| penev_B_FO0216 | 7 | 0.999 | h_{n}=1-s_{n}, s_{n}= | | |
| penev_B_FO0217 | 7 | 1.000 | 1.05^{n / 2} | | |
| penev_B_FO0218 | 7 | 1.000 | n \in\{-3,-2,-1,1,2,3\} | | |
| penev_B_FO0219 | 7 | 0.998 | I^{t}, \alpha^{t} | | |
| penev_B_FO0220 | 7 | 1.000 | \phi^{t}(h)=H\left(I^{t} ; \alpha_{h}^{t}\right) | | |
| penev_B_FO0221 | 7 | 1.000 | \left\{\phi^{t}(0)\right\} | | |
| penev_B_FO0222 | 7 | 0.997 | T=1216 | | |
| penev_B_FO0223 | 7 | 1.000 | \langle S\rangle(N) \rightarrow 1 | | |
| penev_B_FO0224 | 7 | 1.000 | h=0 | | |
| penev_B_FO0225 | 7 | 1.000 | |h| | | |
| penev_B_FO0226 | 7 | 0.509 | \langle S\rangle\left(T_{i} \alpha_{h}\right) | | |
| penev_B_FO0227 | 7 | 1.000 | N \in[350,750] | | |
| penev_B_FO0228 | 7 | 0.999 | \phi^{t}\left(h_{+1}\right) | | |
| penev_B_FO0229 | 7 | 0.999 | \phi^{t}(0) | | |
| penev_B_FO0231 | 7 | 1.000 | n \in\{-4,-3,3,4\} | | |
| penev_B_FO0232 | 7 | 0.996 | \phi^{t}\left(h_{m}\right) | | |
| penev_B_FO0233 | 7 | 0.996 | h_{m}= | | |
| penev_B_FO0234 | 7 | 0.990 | 1-s_{m}, s_{m}=1.025^{m / 3} | | |
| penev_B_FO0235 | 7 | 0.990 | n=1 | | |
| penev_B_FO0236 | 7 | 1.000 | m=3 | | |
| penev_B_FO0237 | 7 | 0.911 | (--) ;-1(-=) ;+1(+=) | | |
| penev_B_FO0238 | 7 | 0.911 | +2(++) | | |
| penev_B_FO0239 | 7 | 0.813 | \alpha_{+1}^{t} | | |
| penev_B_FO0240 | 7 | 1.000 | \alpha^{i} | | |
| penev_B_FO0241 | 7 | 1.000 | h | | |
| penev_B_FO0243 | 7 | 0.963 | N,\langle S\rangle\left(N, \alpha_{h}^{t}\right) | | |
| penev_B_FO0244 | 7 | 0.963 | h>0 | | |
| penev_B_FO0245 | 7 | 1.000 | h \approx+1.5 \% | | |
| penev_B_FO0246 | 7 | 0.998 | h=1.5 \% | | |
| penev_B_FO0247 | 7 | 1.000 | T>N | | |
| penev_B_FO0248 | 7 | 0.777 | \phi^{i}(h) | | |
| penev_B_FO0249 | 7 | 1.000 | \left\{\Phi^{*+} \phi^{t}(h)\right\} \subset S | | |
| penev_B_FO0250 | 7 | 0.998 | \left\|\Phi^{*+} \phi^{t}(h)\right\|_{S}^{2} | | |
| penev_B_FO0251 | 7 | 0.998 | \phi^{t}(h) | | |
| penev_B_FO0252 | 7 | 1.000 | k | | |
| penev_B_FO0253 | 7 | 0.937 | \phi^{l}(\alpha) | | |
| penev_B_FO0254 | 7 | 0.941 | \Phi^{*+} \phi(\alpha) | | |
| penev_B_FO0255 | 7 | 0.941 | \alpha-S(\alpha) | | |
| penev_B_FO0256 | 7 | 1.000 | \phi(\alpha) | | |
| penev_B_FO0257 | 7 | 0.996 | S(\alpha) | | |
| penev_B_FO0258 | 7 | 0.995 | S_{\text {max }} | | |
| penev_B_FO0259 | 7 | 0.904 | \Delta | | |
| penev_B_FO0260 | 7 | 0.904 | \left\{\alpha \mid S(\alpha)<S_{\max }\right\} \subset \Delta | | |
| penev_B_FO0261 | 8 | 0.787 | \alpha_{G M}^{t} | | |
| penev_B_FO0262 | 8 | 1.000 | N \approx 10 | | |
| penev_B_FO0263 | 8 | 0.791 | X, Y | | |
| penev_B_FO0264 | 8 | 1.000 | \Psi_{3} | | |
| penev_B_FO0265 | 8 | 0.893 | \Psi_{2}, \Psi_{4} | | |
| penev_B_FO0266 | 8 | 0.893 | \Psi_{5} | | |
| penev_B_FO0267 | 8 | 0.993 | \Psi_{1} .{ }^{12} | | |
| penev_B_FO0268 | 8 | 1.000 | \alpha, \mathcal{P}_{\alpha} | | |
| penev_B_FO0269 | 8 | 0.988 | \beta_{\text {feature }} | | |
| penev_B_FO0270 | 8 | 0.994 | \mathcal{P}_{\text {feature }} | | |
| penev_B_FO0271 | 8 | 1.000 | \mathcal{P}_{\beta} | | |
| penev_B_FO0272 | 8 | 1.000 | \Psi_{r} | | |
| penev_B_FO0273 | 8 | 0.429 | \phi^{t}(\mathbf{x}) | | |
| penev_B_FO0274 | 8 | 1.000 | A | | |
| penev_B_FO0275 | 8 | 1.000 | B | | |
| penev_B_FO0276 | 8 | 0.932 | 20 \% | | |
| penev_B_FO0277 | 8 | 0.996 | P_{m}(\mathrm{x}) | | |
| penev_B_FO0278 | 8 | 0.662 | \phi_{100}^{\text {err }-} \phi_{500}^{\text {err }} | | |
| penev_B_FO0279 | 8 | 0.919 | \left\{\alpha_{G . M .}^{t}\right\}_{t \in T} | | |
| penev_B_FO0280 | 8 | 0.769 | \mathcal{P}_{\text {abjects }} | | |
| penev_B_FO0281 | 8 | 0.916 | A_{3} | | |
| penev_B_FO0282 | 9 | 0.985 | O^{\text {err }}(\mathbf{x}) | | |
| penev_B_FO0283 | 9 | 1.000 | U | | |
| penev_B_FO0284 | 9 | 0.996 | \mathcal{M} \subset V | | |
| penev_B_FO0285 | 9 | 0.996 | \{\mathbf{x}\}_{\mathbf{x} \in V} | | |
| penev_B_FO0286 | 9 | 0.868 | \mathbf{P}=\mathbf{O}^{*} \mathbf{O}(4.28) | | |
| penev_B_FO0287 | 9 | 0.949 | \mathrm{O} * \mathrm{O}=1(4.12) | | |
| penev_B_FO0288 | 9 | 0.536 | \left\{O\left(\mathbf{x}_{\boldsymbol{m}}\right)\right\}_{\mathbf{x}_{\boldsymbol{m}} \in \mathcal{M}} | | |
| penev_B_FO0289 | 9 | 0.961 | \mathrm{f} \in \Delta_{j} | | |
| penev_B_FO0290 | 9 | 0.961 | \Phi_{j} | | |
| penev_B_FO0291 | 9 | 0.994 | j | | |
| penev_B_FO0292 | 9 | 0.994 | \mathbf{R}_{j} \equiv \mathbf{K}_{j}^{(-2)} | | |
| penev_B_FO0293 | 9 | 0.692 | \phi_{j}=\mathbf{P}_{j} \phi | | |
| penev_B_FO0294 | 9 | 0.692 | \mathbf{P}_{j}=\mathbf{K}_{j}^{(0)} | | |
| penev_B_FO0295 | 9 | 0.910 | \mathrm{K}_{j}=\mathrm{K}_{j}^{(1)} | | |
| penev_B_FO0296 | 9 | 0.910 | \phi_{j} | | |
| penev_B_FO0297 | 9 | 0.499 | O(\mathrm{x}) | | |
| penev_B_FO0298 | 9 | 1.000 | O_{j} | | |
| penev_B_FO0299 | 9 | 1.000 | O | | |
| penev_B_FO0300 | 9 | 1.000 | \{\mathbf{x}\} | | |
| penev_B_FO0301 | 9 | 0.439 | \left(\hat{\mathbf{x}}, O_{j}\right)=O_{j}(\mathbf{x}) | | |
| penev_B_FO0302 | 9 | 0.439 | t | | |
| penev_B_FO0303 | 9 | 0.999 | (x, y) | | |
| penev_B_FO0304 | 9 | 0.999 | (x, y, t) | | |
| penev_B_FO0305 | 9 | 1.000 | \left\{\Delta_{j}\right\} | | |
| penev_B_FO0306 | 9 | 0.999 | \mathrm{O}_{j}^{*} \mathrm{O}_{k} | | |
| penev_B_FO0307 | 9 | 0.999 | j \neq k | | |
| penev_B_FO0308 | 9 | 1.000 | F_{r} | | |
| penev_B_FO0309 | 9 | 0.995 | (\mathbf{P}=\mathbf{1}) | | |
| penev_B_FO0310 | 9 | 1.000 | \left\{\phi_{j}\right\} | | |
| penev_B_FO0311 | 9 | 1.000 | \left\{O_{j}\right\} | | |
| penev_B_FO0312 | 9 | 1.000 | \mathrm{O}_{j} | | |
| penev_B_FO0313 | 9 | 1.000 | O_{3} | | |
| penev_B_FO0314 | 9 | 0.858 | \mathbf{K}_{j}^{(\mathbf{n})}=\sum_{r \in \Delta_{j}} \psi_{r}\left(\frac{1}{\sigma_{r}}\right)^{n}\left(\psi_{r},\right) | | |
| penev_B_FO0315 | 9 | 0.695 | { }^{23} \mathrm{As} | | |
| penev_B_FO0316 | 10 | 0.723 | \left\{a_{m}(\mathbf{x})\right\}_{x_{m} \in \mathcal{M}}(4.68) | | |
| penev_B_FO0317 | 10 | 0.869 | P_{m}(\mathbf{x})(4.73) | | |
| penev_B_FO0318 | 10 | 1.000 | |\mathcal{M}|=M-1 | | |
| penev_B_FO0319 | 10 | 1.000 | M | | |
| penev_B_FO0320 | 10 | 1.000 | M-1 | | |
| penev_B_FO0321 | 10 | 0.403 | \mathbf{Q}(4.63) | | |
| penev_B_FO0322 | 10 | 0.403 | P_{m}(\mathbf{x})(4.68) | | |
| penev_B_FO0323 | 10 | 0.999 | n=n^{\prime}+n^{\prime \prime} | | |
| penev_B_FO0324 | 10 | 0.999 | n \times n | | |
| penev_B_FO0325 | 10 | 0.999 | W | | |
| penev_B_FO0326 | 10 | 0.745 | \mathbf{1}_{n^{\prime}} | | |
| penev_B_FO0327 | 10 | 0.745 | n^{\prime} \times n^{\prime} | | |
| penev_B_FO0328 | 10 | 0.745 | \mathbf{1}_{n^{\prime \prime}} | | |
| penev_B_FO0329 | 10 | 1.000 | W^{-1} | | |
| penev_B_FO0330 | 10 | 0.999 | w^{-1} | | |
| penev_B_FO0331 | 10 | 0.999 | x, y | | |
| penev_B_FO0332 | 10 | 1.000 | z | | |
| penev_B_FO0333 | 10 | 1.000 | w | | |
| penev_B_FO0334 | 10 | 1.000 | M \times M | | |
| penev_B_FO0335 | 10 | 0.513 | (n=M) | | |
| penev_B_FO0336 | 10 | 0.933 | (M-1) \times(M-1) | | |
| penev_B_FO0337 | 10 | 0.861 | w \equiv q | | |
| penev_B_FO0338 | 10 | 0.861 | \mathbf{Q}, q_{m l}=\left.Q_{m l}\right|_{l, n s=1} ^{M-1} | | |
| penev_B_FO0339 | 10 | 0.994 | w, n^{\prime}=M-1 | | |
| penev_B_FO0340 | 10 | 0.994 | n^{\prime \prime}=1 | | |
| penev_B_FO0341 | 10 | 0.994 | x | | |
| penev_B_FO0342 | 10 | 0.994 | (M-1) | | |
| penev_B_FO0343 | 10 | 0.908 | y | | |
| penev_B_FO0344 | 10 | 0.908 | \bar{z} | | |
| penev_B_FO0345 | 10 | 0.806 | p | | |
| penev_B_FO0346 | 10 | 0.917 | \tilde{z} | | |
| penev_B_FO0347 | 10 | 0.870 | O^{r e e}(\mathbf{x}) | | |
| penev_B_FO0348 | 10 | 1.000 | A^{m}(\mathbf{x}) | | |
| penev_B_FO0349 | 10 | 1.000 | O_{m}=O\left(\mathbf{x}_{m}\right) | | |
| penev_B_FO0350 | 10 | 1.000 | { }^{28} p^{T} | | |
| penev_B_FO0351 | 10 | 1.000 | P^{l}(\mathbf{x}) | | |
| penev_B_FO0352 | 10 | 0.967 | \mathbf{x}_{l} | | |
| penev_B_FO0353 | 10 | 0.967 | \left(\mathbf{Q}^{-1}\right)_{l}^{m} | | |
| penev_B_FO0354 | 10 | 0.994 | \left[a^{m}(\mathbf{x}) \quad 0\right] | | |
| penev_B_FO0355 | 10 | 0.880 | A(\mathbf{x}) | | |
| penev_B_FO0356 | 10 | 1.000 | A^{M}(\mathbf{x}) | | |
| penev_B_FO0357 | 10 | 1.000 | \tilde{z}_{1} | | |
| penev_B_FO0358 | 10 | 0.886 | a^{m}(\mathrm{x}) | | |
| penev_B_FO0359 | 10 | 0.886 | A^{M}(\mathrm{x}) | | |
| penev_B_FO0360 | 10 | 1.000 | -u^{m} | | |
| penev_B_FO0361 | 10 | 0.981 | u=p q{ }^{1} | | |
| penev_B_FO0362 | 10 | 0.993 | u^{m} | | |
| penev_B_FO0363 | 10 | 0.679 | \mathrm{x}_{M} | | |
| penev_B_FO0364 | 10 | 0.815 | p^{l}(\mathbf{x}) u^{T_{l}}=p^{l}(\mathbf{x})\left(q^{-1}\right)_{l}^{m} P^{M}\left(\mathbf{x}_{m}\right)=a^{m}(\mathbf{x}) P^{M}\left(\mathbf{x}_{m}\right) | | |
| penev_B_FO0365 | 10 | 0.943 | a^{m}(\mathrm{x}) P^{M}\left(\mathrm{x}_{m}\right) | | |
| penev_B_FO0366 | 10 | 0.629 | \left\{\mathrm{x}_{m}\right\} | | |
| penev_B_FO0367 | 10 | 0.629 | P^{M}(\mathrm{x}) | | |
| penev_B_FO0368 | 10 | 1.000 | V(\mathbf{x}) | | |
| penev_B_FO0369 | 11 | 0.926 | P^{M}(\mathbf{x}) | | |
| penev_B_FO0370 | 11 | 1.000 | \bar{z}^{-1}=\bar{z}-u p^{T} | | |
| penev_B_FO0371 | 11 | 0.868 | a^{m}(\mathbf{x}) | | |
| penev_B_FO0372 | 11 | 0.870 | a^{m}\left(\mathrm{x}_{M}\right) | | |
| penev_B_FO0373 | 11 | 0.582 | O^{\text {rec }}(\mathbf{x})=\mathcal{R}_{O}^{M-1}(\mathbf{x}) | | |
| penev_B_FO0374 | 11 | 0.582 | O^{\text {err }}(\mathbf{x})=\mathcal{D}_{O}(\mathbf{x}) | | |
| penev_B_FO0375 | 11 | 0.381 | \Delta O^{\text {rec }}(\mathbf{x}) | | |
| penev_B_FO0376 | 11 | 0.716 | \mathcal{D}_{O}\left(\mathbf{x}_{M}\right) | | |
| penev_B_FO0377 | 11 | 0.490 | O^{\operatorname{err}}\left(\mathbf{x}_{M}\right)=\mathcal{D}_{O}\left(\mathbf{x}_{M}\right) | | |
| penev_B_FO0378 | 11 | 1.000 | f(t) | | |
| penev_B_FO0379 | 11 | 0.551 | \phi^{t_{n}}\left(\mathbf{x}_{k}\right)=f\left(t_{\mathbf{n}-k}\right) | | |
| penev_B_FO0380 | 11 | 1.000 | t_{n} | | |
| penev_B_FO0381 | 11 | 0.975 | \left\{f_{\chi}\right\}_{\chi \in X} | | |
| penev_B_FO0382 | 11 | 0.467 | \mathbf{x}_{n} | | |
| penev_B_FO0383 | 11 | 0.467 | f^{r e c}\left(\mathbf{x}_{n}\right) \equiv f_{n}{ }^{r e c} | | |
| penev_B_FO0384 | 11 | 0.467 | f_{n} | | |
| penev_B_FO0385 | 11 | 0.996 | e_{n}=f_{n}-\hat{f}_{n} | | |
| penev_B_FO0386 | 11 | 1.000 | e_{n} | | |
| penev_B_FO0387 | 11 | 1.000 | f_{n}=\hat{f}_{n}+e_{n} | | |
| penev_B_FO0388 | 11 | 0.934 | f^{r e c}\left(t_{n}\right)=f_{n} | | |
| penev_B_FO0389 | 11 | 0.824 | e_{n}=f_{n}-f_{n} | | |
| penev_B_FO0390 | 11 | 0.999 | t_{n},\left\{f_{n}(m)=f\left(t_{n-m}\right)=f_{n-m}\right\}_{m=1}^{M} | | |
| penev_B_FO0391 | 11 | 0.995 | \hat{f}_{n}=\alpha^{m} f_{n-m} | | |
| penev_B_FO0392 | 11 | 1.000 | \alpha_{m} | | |
| penev_B_FO0393 | 11 | 0.998 | E\left\{e_{n}{ }^{2}\right\} | | |
| penev_B_FO0394 | 11 | 1.000 | \left\{t_{n-m}\right\}_{m=1}^{M-1} | | |
| penev_B_FO0395 | 11 | 1.000 | \left\{\mathrm{x}_{m}\right\}_{m=1}^{M-1} | | |
| penev_B_FO0396 | 11 | 0.964 | \mathbf{x}_{M} | | |
| penev_B_FO0397 | 12 | 1.000 | \Phi | | |
| penev_B_FO0398 | 12 | 1.000 | v(t) | | |
| penev_B_FO0399 | 12 | 1.000 | \left\{t_{m}\right\} | | |
| penev_B_FO0400 | 12 | 0.702 | A^{M}(t)=F_{1}\left(t-t_{M}\right) | | |
| penev_B_FO0401 | 12 | 0.702 | E\left\{\left(v(t)-v^{r e c}(t)\right)^{2}\right\} | | |
| penev_B_FO0402 | 12 | 1.000 | F(\tau) | | |
| penev_B_FO0403 | 12 | 0.946 | v^{\text {rec }}(t) | | |
| penev_B_FO0404 | 12 | 1.000 | A^{m}(t) | | |
| penev_B_FO0405 | 12 | 0.424 | t_{M} .^{36} | | |
| penev_B_FO0406 | 12 | 0.974 | 100 \% .^{37} | | |
| penev_B_FO0407 | 12 | 0.974 | { }^{36} \mathrm{An} | | |
| penev_B_FO0408 | 12 | 0.974 | t_{M} | | |
| penev_B_FO0409 | 12 | 0.974 | t_{M-1} | | |
| penev_B_FO0410 | 12 | 0.998 | 5-15 \% | | |
| penev_B_FO0411 | 12 | 0.996 | \mathcal{P}_{\text {ohjects }} | | |
| penev_B_FO0412 | 12 | 0.964 | \mathcal{P}_{\alpha} | | |
| penev_B_FO0413 | 12 | 0.515 | \mathcal{P}_{\text {imnges }} | | |
| penev_B_FO0414 | 12 | 0.800 | \mathcal{P}_{o b j e c t s} | | |
| penev_B_FO0415 | 13 | 0.989 | O^{r e c}(\mathbf{x})=\mathcal{R}_{O}^{M-1}(\mathbf{x}) | | |
| penev_B_FO0416 | 13 | 0.991 | \mathcal{D}_{\mathcal{O}}(\mathbf{x}) | | |
| penev_B_FO0417 | 13 | 0.945 | \mathcal{D}_{O}\left(\mathbf{x}_{\text {spike }}\right)=\theta | | |
| penev_B_FO0418 | 13 | 0.999 | \mathcal{D}_{O}(\mathbf{x})^{2} | | |
| penev_B_FO0419 | 13 | 0.938 | \mathcal{R}_{O}^{M}(\mathbf{x}) | | |
| penev_B_FO0420 | 13 | 0.867 | D(\mathbf{x})^{2}=E\left\{\mathcal{D}_{O}(\mathbf{x})^{2}\right\} | | |
| penev_B_FO0421 | 13 | 0.495 | \theta\left(\mathbf{x}-\mathbf{x}_{\text {vpike }}\right) | | |
| penev_B_FO0422 | 13 | 0.508 | \mathcal{D}_{O}(\mathbf{x}) | | |
| penev_B_FO0423 | 13 | 0.842 | O^{r e c}(\mathbf{x}) | | |
| penev_B_FO0424 | 13 | 0.842 | O(\mathbf{x}) .^{31} | | |
| penev_B_FO0425 | 13 | 1.000 | \Delta t | | |
| penev_B_FO0426 | 13 | 1.000 | D(\mathbf{x}) | | |
| penev_B_FO0427 | 13 | 1.000 | \theta(\mathbf{x}) | | |
| penev_B_FO0428 | 13 | 0.985 | \mathrm{x}_{\mathrm{m}} | | |
| penev_B_FO0429 | 13 | 0.999 | \mathbf{x}^{\prime} | | |
| penev_B_FO0439 | 13 | 1.000 | U_{m} | | |
| penev_B_FO0440 | 13 | 1.000 | U_{m}^{\prime} | | |
| penev_B_FO0442 | 13 | 0.843 | U^{\perp} | | |
| penev_B_FO0446 | 13 | 1.000 | C | | |
| penev_B_FO0447 | 13 | 0.914 | \phi=\Phi^{*} | | |
| penev_B_FO0448 | 13 | 0.380 | \mathrm{s}_{\|}=O_{m} \mathbf{p}_{\mathbf{x}_{\mathrm{m}}} \in U_{m}(4.42) | | |
| penev_B_FO0449 | 13 | 0.380 | \mathrm{s}_{\perp} | | |
| penev_B_FO0450 | 13 | 0.829 | \mathbf{s}_{\|} | | |
| penev_B_FO0451 | 13 | 1.000 | O\left(\mathbf{x}_{m}\right)=O_{m} | | |
| penev_B_FO0452 | 13 | 1.000 | O\left(\mathbf{x}_{m}\right) \geq O_{m} | | |
| penev_B_FO0453 | 13 | 0.989 | O\left(\mathbf{x}^{\prime}\right) | | |
| penev_B_FO0454 | 13 | 0.822 | O^{\prime} .{ }^{33} | | |
| penev_B_FO0455 | 13 | 1.000 | \mathbf{s}_{\|} \in U_{m}, \mathbf{s}^{\prime} \in U_{m}^{\prime} | | |
| penev_B_FO0456 | 13 | 1.000 | \mathbf{s}_{\perp} \in U^{\perp} | | |
| penev_B_FO0457 | 13 | 1.000 | \mathbf{q}^{\prime} | | |
| penev_B_FO0458 | 13 | 1.000 | \mathbf{q}_{\mathbf{x}_{m}} | | |
| penev_B_FO0459 | 13 | 0.999 | U^{\perp}, \mathrm{s}_{\perp} | | |
| penev_B_FO0460 | 13 | 0.972 | \mathbf{s}_{\perp}=\mathbf{0} | | |
| penev_B_FO0461 | 13 | 0.989 | s^{\prime} | | |
| penev_B_FO0462 | 13 | 0.998 | \mathbf{s}^{\prime}=\mathbf{0} | | |
| penev_B_FO0463 | 13 | 0.994 | D | | |
| penev_B_FO0464 | 13 | 0.994 | B C | | |
| penev_B_FO0465 | 13 | 0.943 | o_{m}=\left\langle\mathbf{q}_{\mathbf{x}_{\mathbf{m}}}, \mathbf{s}_{\|}\right\rangle | | |
| penev_B_FO0466 | 13 | 0.952 | O_{m} \mathrm{p}_{m}(A) | | |
| penev_B_FO0467 | 13 | 0.350 | a_{m}=\left\langle\mathbf{q}_{\mathbf{x}_{m}}, \mathbf{s}_{\|}\right\rangle | | |
| penev_B_FO0468 | 13 | 0.966 | o_{m} \geq O_{m} | | |
| penev_B_FO0469 | 13 | 0.553 | O_{m} p_{m} | | |
| penev_B_FO0470 | 13 | 0.553 | O^{\prime} p^{\prime} | | |
| penev_B_FO0471 | 13 | 0.810 | \mathrm{q}^{\prime} | | |
| penev_B_FO0472 | 13 | 0.810 | \mathrm{q}_{\mathrm{x}_{\mathrm{m}}} | | |
| penev_B_FO0473 | 13 | 1.000 | C \rightarrow A | | |
| penev_B_FO0474 | 13 | 0.848 | o_{m} | | |
| penev_B_FO0475 | 13 | 0.848 | s_{\|} | | |
| penev_B_FO0476 | 13 | 0.810 | \cos \alpha=P_{m}\left(x^{\prime}\right) | | |
| penev_B_FO0477 | 14 | 0.867 | \mathcal{P}_{\text {world }} | | |
| penev_B_FO0478 | 14 | 1.000 | T=1038 | | |
| penev_B_FO0479 | 14 | 1.000 | 64 \times 60 | | |
| penev_B_FO0480 | 14 | 0.973 | r(\theta, \ell) | | |
| penev_B_FO0481 | 14 | 1.000 | \ell | | |
| penev_B_FO0482 | 14 | 0.823 | \theta_{\text {fixed }}, \ell_{\text {fixed }} | | |
| penev_B_FO0483 | 14 | 0.998 | 3 \times 3 | | |
| penev_B_FO0484 | 14 | 0.981 | 256 \times 128 | | |
| penev_B_FO0485 | 14 | 1.000 | T=348 | | |
| penev_B_FO0486 | 14 | 0.999 | 128 \times 64 | | |
| penev_B_FO0487 | 14 | 1.000 | 96 \times 90 | | |
| penev_B_FO0488 | 14 | 1.000 | 96 \times 120 | | |
| penev_B_FO0489 | 14 | 1.000 | \left\{s_{n}=1.05^{n / 2}\right\}_{n=-4}^{+4} | | |
| penev_B_FO0490 | 14 | 1.000 | \approx\{10 \%, 7.5 \%, 5 \%, 2.5 \%, 0 \%\} | | |
| penev_B_FO0491 | 14 | 0.982 | T=10944, V=3840 | | |
| penev_B_FO0492 | 14 | 0.983 | \left\{s_{m}=1.025^{m / 3}\right\}_{m \in\{-2,-1,1,2\}} | | |
| penev_B_FO0493 | 14 | 0.983 | \approx | | |
| penev_B_FO0494 | 14 | 0.651 | V=96 \times 120=11,520 | | |
| penev_B_FO0495 | 14 | 0.992 | V=96 \times 90=8,640 | | |
| penev_B_FO0496 | 14 | 0.881 | V=64 \times 60=3,840 | | |
| penev_B_FO0497 | 14 | 0.992 | 10 \times | |