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/dports/science/lammps/lammps-stable_29Sep2021/doc/src/
H A Dpair_eff.rst106 E_{NN} = & \frac{1}{{4\pi \varepsilon _0 }}\sum\limits_{i < j} {\frac{{Z_i Z_j }}{{R_{ij} }}} \\
107 …E_{Ne} = & - \frac{1}{{4\pi \varepsilon _0 }}\sum\limits_{i,j} {\frac{{Z_i }}{{R_{ij} }}Erf\left(…
112 fixed spins of the electrons, Z_i to the charges on the nuclei, R_ij
H A Dpair_tersoff_zbl.rst148 * :math:`Z_i`
159 :math:`Z_i`, :math:`Z_j`, ZBLcut, ZBLexpscale parameters are used in the
/dports/science/vipster/vipster-1.19.1b-14-g7168a1b/gui/qt/toolwidgets/lammpswidget_aux/
H A Duff.lmp.cpp629 double Z_i = std::get<5>(UFF_Parameters.at(name1)); in UFF_PrepareParameters() local
631 …double k = 664.12 * Z_i * Z_k / std::pow(r_ik, 5) // beta reduced to 664.12 by eliminating the rad… in UFF_PrepareParameters()
/dports/math/gretl/gretl-2021d/addons/HIP/
H A DHIP_public.inp9 y_i = Z_i'\beta + \epsilon_i
10 Z_i = ENDOG_i EXOG_i (Y_i X_1i)
/dports/devel/boost-python-libs/boost_1_72_0/libs/graph/doc/
H A Dtransitive_closure.w287 $Z_i$ is a path in $G$ and the vertices in a chain have increasing
290 \bigcup_{i=1 \ldots k} (Z_i \cap S)$. Each intersection can be represented
291 by the first vertex in the path $Z_i$ that is also in $S$, since the
295 intersection of $S$ with $Z_i$.
/dports/devel/boost-docs/boost_1_72_0/libs/graph/doc/
H A Dtransitive_closure.w287 $Z_i$ is a path in $G$ and the vertices in a chain have increasing
290 \bigcup_{i=1 \ldots k} (Z_i \cap S)$. Each intersection can be represented
291 by the first vertex in the path $Z_i$ that is also in $S$, since the
295 intersection of $S$ with $Z_i$.
/dports/databases/percona57-pam-for-mysql/boost_1_59_0/libs/graph/doc/
H A Dtransitive_closure.w287 $Z_i$ is a path in $G$ and the vertices in a chain have increasing
290 \bigcup_{i=1 \ldots k} (Z_i \cap S)$. Each intersection can be represented
291 by the first vertex in the path $Z_i$ that is also in $S$, since the
295 intersection of $S$ with $Z_i$.
/dports/databases/mysqlwsrep57-server/boost_1_59_0/libs/graph/doc/
H A Dtransitive_closure.w287 $Z_i$ is a path in $G$ and the vertices in a chain have increasing
290 \bigcup_{i=1 \ldots k} (Z_i \cap S)$. Each intersection can be represented
291 by the first vertex in the path $Z_i$ that is also in $S$, since the
295 intersection of $S$ with $Z_i$.
/dports/databases/percona57-server/boost_1_59_0/libs/graph/doc/
H A Dtransitive_closure.w287 $Z_i$ is a path in $G$ and the vertices in a chain have increasing
290 \bigcup_{i=1 \ldots k} (Z_i \cap S)$. Each intersection can be represented
291 by the first vertex in the path $Z_i$ that is also in $S$, since the
295 intersection of $S$ with $Z_i$.
/dports/databases/xtrabackup/boost_1_59_0/libs/graph/doc/
H A Dtransitive_closure.w287 $Z_i$ is a path in $G$ and the vertices in a chain have increasing
290 \bigcup_{i=1 \ldots k} (Z_i \cap S)$. Each intersection can be represented
291 by the first vertex in the path $Z_i$ that is also in $S$, since the
295 intersection of $S$ with $Z_i$.
/dports/databases/percona57-client/boost_1_59_0/libs/graph/doc/
H A Dtransitive_closure.w287 $Z_i$ is a path in $G$ and the vertices in a chain have increasing
290 \bigcup_{i=1 \ldots k} (Z_i \cap S)$. Each intersection can be represented
291 by the first vertex in the path $Z_i$ that is also in $S$, since the
295 intersection of $S$ with $Z_i$.
/dports/devel/boost-libs/boost_1_72_0/libs/graph/doc/
H A Dtransitive_closure.w287 $Z_i$ is a path in $G$ and the vertices in a chain have increasing
290 \bigcup_{i=1 \ldots k} (Z_i \cap S)$. Each intersection can be represented
291 by the first vertex in the path $Z_i$ that is also in $S$, since the
295 intersection of $S$ with $Z_i$.
/dports/devel/hyperscan/boost_1_75_0/libs/graph/doc/
H A Dtransitive_closure.w287 $Z_i$ is a path in $G$ and the vertices in a chain have increasing
290 \bigcup_{i=1 \ldots k} (Z_i \cap S)$. Each intersection can be represented
291 by the first vertex in the path $Z_i$ that is also in $S$, since the
295 intersection of $S$ with $Z_i$.
/dports/science/openkim-models/openkim-models-2021-01-28/model-drivers/EDIP__MD_506186535567_002/
H A DREADME43 … the asymmetry the coordination introduces into the 2-body energy (V2(R_ij,Z_i) != V2(R_ji,Z_j)). …
/dports/math/pspp/pspp-1.4.1/doc/
H A Dregression.texi32 @math{Y_i = b_0 + b_1 X_{1i} + ... + b_k X_{ki} + Z_i}
/dports/math/R-cran-lme4/lme4/inst/doc/
H A Dlmer.Rnw665 Z_i$, which we refer to as the \emph{term-wise model matrix} for the
672 Creating the matrix $\bm Z_i$ from $\bm X_i$ and $\bm J_i$ is a
674 describe. Consider $\bm Z_i$ as being further decomposed into
679 $\bm Z_i$, for the $i$th term as a transposed Khatri-Rao product,
682 \bm Z_i = (\bm J_i\trans * \bm X_i\trans)\trans =
719 In particular, for a simple, scalar term, $\bm Z_i$ is exactly $\bm
724 Because each $\bm Z_i$ is generated from indicator columns, its
725 cross-product, $\bm Z_i\trans\bm Z_i$ is block-diagonal consisting of
728 cross-product matrix $Z_i\trans Z_i$ as $\sum_{j=1}^n \bm J_{ij} \bm
735 $Z_i\trans Z_i$.} Note that this means that when $k=1$ (i.e., there
[all …]
/dports/math/R-cran-lme4/lme4/vignettes/
H A Dlmer.Rnw665 Z_i$, which we refer to as the \emph{term-wise model matrix} for the
672 Creating the matrix $\bm Z_i$ from $\bm X_i$ and $\bm J_i$ is a
674 describe. Consider $\bm Z_i$ as being further decomposed into
679 $\bm Z_i$, for the $i$th term as a transposed Khatri-Rao product,
682 \bm Z_i = (\bm J_i\trans * \bm X_i\trans)\trans =
719 In particular, for a simple, scalar term, $\bm Z_i$ is exactly $\bm
724 Because each $\bm Z_i$ is generated from indicator columns, its
725 cross-product, $\bm Z_i\trans\bm Z_i$ is block-diagonal consisting of
728 cross-product matrix $Z_i\trans Z_i$ as $\sum_{j=1}^n \bm J_{ij} \bm
735 $Z_i\trans Z_i$.} Note that this means that when $k=1$ (i.e., there
[all …]
/dports/science/openkim-models/openkim-models-2021-01-28/model-drivers/Tersoff_LAMMPS__MD_077075034781_004/
H A Dmodel_driver_Tersoff.cpp622 REGZBL(Z_i, Zi, (unitless)); in reg_params()
/dports/math/gap/gap-4.11.0/pkg/qpa-version-1.30/lib/
H A Dcomplex.gi840 ## ... --> C_{i+1} --> Z_i --> 0 --> 0 --> ...
842 ## where Z_i is the i-cycle of C.
871 ## ... --> 0 --> C_i/Z_i --> C_{i-1} --> 0 --> ...
873 ## where Z_i is the i-cycle of C.
/dports/math/gap/gap-4.11.0/pkg/sonata-2.9.1/doc/ref/
H A Dfpf.tex452 $\{ (P, Q, A_i,B_i, Z_i) | i$ in $indexlist \}$ over GF(<p>) as well as the
456 $\{ (P, Q, A_i, Z_i) | i$ in $indexlist \}$ over GF(<p>) and $indexlist$.
460 $a \mapsto A_i, b \mapsto B_i, z \mapsto Z_i$
/dports/science/gromacs/gromacs-2021.4/docs/reference-manual/functions/
H A Drestraints.rst47 …_i)^2 ~{\hat{\bf x}} + k_{pr}^y (y_i-Y_i)^2 ~{\hat{\bf y}} + k_{pr}^z (z_i-Z_i)^2 ~{\hat{\bf z}}\r…
55 F_i^z &=& -k_{pr}^z~(z_i - Z_i)
134 d_g(\mathbf{r}_i;\mathbf{R}_i) = |z_i-Z_i|.
/dports/science/chrono/chrono-7.0.1/doxygen/documentation/tutorials/chrono/
H A Ddemo_powertrain.md142 the transmission ratio \f$ t_0 \f$ that we get. It is simply \f$ t_0=-Z_a/Z_c \f$, with \f$ Z_i \f$…
/dports/science/py-cirq-ionq/Cirq-0.13.1/docs/tutorials/
H A Dqaoa.ipynb291 " H_C = \\frac{1}{2} \\sum_{\\langle i, j\\rangle} w_{ij} (1 - Z_i Z_j )\n",
296 …Z_i Z_j \\rangle = 1$ and so $\\frac{1}{2} w_{ij} \\langle 1 - Z_i Z_j \\rangle = 0$. In the Max-C…
/dports/science/py-cirq-pasqal/Cirq-0.13.1/docs/tutorials/
H A Dqaoa.ipynb291 " H_C = \\frac{1}{2} \\sum_{\\langle i, j\\rangle} w_{ij} (1 - Z_i Z_j )\n",
296 …Z_i Z_j \\rangle = 1$ and so $\\frac{1}{2} w_{ij} \\langle 1 - Z_i Z_j \\rangle = 0$. In the Max-C…
/dports/science/py-cirq-core/Cirq-0.13.1/docs/tutorials/
H A Dqaoa.ipynb291 " H_C = \\frac{1}{2} \\sum_{\\langle i, j\\rangle} w_{ij} (1 - Z_i Z_j )\n",
296 …Z_i Z_j \\rangle = 1$ and so $\\frac{1}{2} w_{ij} \\langle 1 - Z_i Z_j \\rangle = 0$. In the Max-C…

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