/dports/science/quantum-espresso/q-e-qe-6.7.0/PWCOND/examples/example01/reference/ |
H A D | AlwireAl.cond.out | 200 Total T_j, R_j = 1.00000 0.00000 206 Total T_j, R_j = 1.00000 0.00000 212 Total T_j, R_j = 1.00000 0.00000 218 Total T_j, R_j = 1.00000 0.00000 243 Total T_j, R_j = 1.00000 0.00000 249 Total T_j, R_j = 1.00000 0.00000 255 Total T_j, R_j = 1.00000 0.00000 261 Total T_j, R_j = 1.00000 0.00000 286 Total T_j, R_j = 1.00000 0.00000 292 Total T_j, R_j = 1.00000 0.00000 [all …]
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H A D | AlwireH.cond.out | 324 Total T_j, R_j = 0.94940 0.05060 330 Total T_j, R_j = 0.56014 0.43986 336 Total T_j, R_j = 0.98619 0.01381 342 Total T_j, R_j = 0.99031 0.00969 390 Total T_j, R_j = 0.73809 0.26191 396 Total T_j, R_j = 0.57990 0.42010 402 Total T_j, R_j = 0.98117 0.01883 408 Total T_j, R_j = 0.99371 0.00629 453 Total T_j, R_j = 0.53141 0.46859 458 Total T_j, R_j = 0.97763 0.02237 [all …]
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/dports/science/quantum-espresso/q-e-qe-6.7.0/PWCOND/examples/example03/reference/ |
H A D | COatAuwire.cond.out | 360 Total T_j, R_j = 0.58840 0.41160 381 Total T_j, R_j = 0.44797 0.55203 402 Total T_j, R_j = 0.19995 0.80005 423 Total T_j, R_j = 0.02372 0.97628 444 Total T_j, R_j = 0.38872 0.61128 475 Total T_j, R_j = 0.11609 0.88391 480 Total T_j, R_j = 0.29535 0.70727 485 Total T_j, R_j = 0.66098 0.33643 526 Total T_j, R_j = 0.17472 0.82528 531 Total T_j, R_j = 0.43437 0.56928 [all …]
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H A D | COatAuwireU.cond.out | 370 Total T_j, R_j = 0.53292 0.46708 391 Total T_j, R_j = 0.35221 0.64779 412 Total T_j, R_j = 0.13259 0.86741 433 Total T_j, R_j = 0.00581 0.99419 454 Total T_j, R_j = 0.11937 0.88063 475 Total T_j, R_j = 0.21972 0.78028 496 Total T_j, R_j = 0.33179 0.66821 517 Total T_j, R_j = 0.44360 0.55640 545 Total T_j, R_j = 0.51525 0.48559 549 Total T_j, R_j = 0.01367 0.98550 [all …]
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/dports/science/quantum-espresso/q-e-qe-6.7.0/PWCOND/examples/example02/reference/ |
H A D | pt.cond_t.out | 365 Total T_j, R_j = 1.00000 0.00000 375 Total T_j, R_j = 1.00000 0.00000 385 Total T_j, R_j = 1.00000 0.00000 395 Total T_j, R_j = 1.00000 0.00000 405 Total T_j, R_j = 1.00000 0.00000 415 Total T_j, R_j = 1.00000 0.00000 425 Total T_j, R_j = 1.00000 0.00000 435 Total T_j, R_j = 1.00000 0.00000
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/dports/graphics/opencv/opencv-4.5.3/contrib/modules/rgbd/doc/ |
H A D | dynafu_ICP.ipynb | 275 "(T_u N_g)^T ( [T_j V_g]_\\otimes )^T\n", 279 "( [T_j N_g]_\\otimes )(T_u V_g - V_c) +\n", 280 "( [T_j V_g]_\\otimes )(T_u N_g)\n", 285 "( T_j N_g) \\times (T_u V_g - V_c) +\n", 286 "( T_j V_g) \\times (T_u N_g)\n", 291 "( T_j N_g) \\times (T_u V_g - V_c) +\n", 292 "( T_j V_g) \\times (T_u N_g)\n", 306 "( T_j N_g) \\times (T_u V_g - V_c) +\n", 307 "( T_j V_g) \\times (T_u N_g)\n", 349 "( T_j N_g) \\times (T_u V_g - V_c) +\n", [all …]
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/dports/graphics/wings/libigl-2.1.0/include/igl/ |
H A D | grad.cpp | 97 int T_j; // j indexes : repmat([T(:,4);T(:,2);T(:,3);T(:,1)],3,1) in grad_tet() local 100 T_j = 3; in grad_tet() 103 T_j = 1; in grad_tet() 106 T_j = 2; in grad_tet() 109 T_j = 0; in grad_tet() 113 int j_idx = T(i_idx,T_j); in grad_tet()
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/dports/devel/eastl/EASTL-3.13.06/include/EASTL/ |
H A D | variant.h | 705 typename T_j = meta::overload_resolution_t<T, meta::overload_set<Types...>>, 707 size_t I = meta::get_type_index_v<decay_t<T_j>, Types...>> 708 EA_CONSTEXPR variant(T&& t) EA_NOEXCEPT(is_nothrow_constructible_v<T_j, T>) 715 mStorage.template set_as<T_j>(eastl::forward<T_j>(t)); 845 typename T_j = meta::overload_resolution_t<T, meta::overload_set<Types...>>, 846 ssize_t I = meta::get_type_index_v<decay_t<T_j>, Types...>, 847 …typename = enable_if_t<!eastl::is_same_v<decay_t<T>, variant> && eastl::is_assignable_v<T_j&, T> && 848 eastl::is_constructible_v<T_j, T>>> 850 EA_NOEXCEPT(conjunction_v<is_nothrow_assignable<T_j&, T>, is_nothrow_constructible<T_j, T>>) 853 static_assert((meta::type_count_v<T_j, Types...> == 1), [all …]
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/dports/cad/PrusaSlicer/PrusaSlicer-version_2.3.3/src/libigl/igl/ |
H A D | grad.cpp | 91 int T_j; // j indexes : repmat([T(:,4);T(:,2);T(:,3);T(:,1)],3,1) in grad_tet() local 94 T_j = 3; in grad_tet() 97 T_j = 1; in grad_tet() 100 T_j = 2; in grad_tet() 103 T_j = 0; in grad_tet() 107 int j_idx = T(i_idx,T_j); in grad_tet()
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/dports/science/lammps/lammps-stable_29Sep2021/doc/src/ |
H A D | angle_dipole.rst | 56 \vec{T_j} = \frac{2K(\cos\gamma - \cos\gamma_0)}{\mu_j\,r_{ij}}\, \vec{r_{ij}} \times \vec{\mu_j} 63 The dipolar torque :math:`\vec{T_j}` must be counterbalanced in order to conserve 65 couple generating a torque equivalent to the opposite of :math:`\vec{T_j}`: 69 -\vec{T_j} & = \vec{r_{ij}} \times \vec{F_i} \\
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H A D | pair_mesodpd.rst | 87 \alpha_{ij} & = A\cdot k_B(T_i + T_j)/2 \\ 89 \sigma_{ij}^2 & = 4\gamma k_B T_i T_j/(T_i + T_j) 98 …q_i^C & = \sum_{j \ne i} k_{ij} \omega_{CT}(r_{ij}) \left( \frac{1}{T_i} - \frac{1}{T_j} \right) \\ 102 k_{ij} & =C_v^2\kappa(T_i + T_j)^2/4k_B \\
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/dports/devel/tbb/oneTBB-2020.3/examples/graph/cholesky/ |
H A D | cholesky.cpp | 81 for ( int A_j = j*b, T_j = 0; T_j < b; ++A_j, ++T_j ) { in create_tile_array() local 83 temp_block[T_j*b+T_i] = A[A_j*n+A_i]; in create_tile_array() 100 for ( int A_j = j*b, T_j = 0; T_j < b; ++A_j, ++T_j ) { in collapse_tile_array() local 102 A[A_j*n+A_i] = temp_block[T_j*b+T_i]; in collapse_tile_array()
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/dports/devel/taskflow/taskflow-3.2.0/3rd-party/tbb/examples/graph/cholesky/ |
H A D | cholesky.cpp | 81 for ( int A_j = j*b, T_j = 0; T_j < b; ++A_j, ++T_j ) { in create_tile_array() local 83 temp_block[T_j*b+T_i] = A[A_j*n+A_i]; in create_tile_array() 100 for ( int A_j = j*b, T_j = 0; T_j < b; ++A_j, ++T_j ) { in collapse_tile_array() local 102 A[A_j*n+A_i] = temp_block[T_j*b+T_i]; in collapse_tile_array()
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/dports/devel/onetbb/oneTBB-2021.4.0/examples/graph/cholesky/ |
H A D | cholesky.cpp | 82 for (int A_j = j * b, T_j = 0; T_j < b; ++A_j, ++T_j) { in create_tile_array() local 84 temp_block[T_j * b + T_i] = A[A_j * n + A_i]; in create_tile_array() 101 for (int A_j = j * b, T_j = 0; T_j < b; ++A_j, ++T_j) { in collapse_tile_array() local 103 A[A_j * n + A_i] = temp_block[T_j * b + T_i]; in collapse_tile_array()
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/dports/science/py-OpenMC/openmc-0.12.2/src/ |
H A D | thermal.cpp | 105 int T_j = std::round(temps_available[j]); in ThermalScattering() local 107 if (std::find(temps_to_read.begin(), temps_to_read.end(), T_j) == temps_to_read.end()) { in ThermalScattering() 108 temps_to_read.push_back(T_j); in ThermalScattering()
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H A D | nuclide.cpp | 149 int T_j = std::round(temps_available[j]); in Nuclide() local 151 if (!contains(temps_to_read, T_j)) { in Nuclide() 152 temps_to_read.push_back(T_j); in Nuclide()
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/dports/science/openmc/openmc-0.12.2/src/ |
H A D | thermal.cpp | 105 int T_j = std::round(temps_available[j]); in ThermalScattering() local 107 if (std::find(temps_to_read.begin(), temps_to_read.end(), T_j) == temps_to_read.end()) { in ThermalScattering() 108 temps_to_read.push_back(T_j); in ThermalScattering()
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H A D | nuclide.cpp | 149 int T_j = std::round(temps_available[j]); in Nuclide() local 151 if (!contains(temps_to_read, T_j)) { in Nuclide() 152 temps_to_read.push_back(T_j); in Nuclide()
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/dports/science/liggghts/LIGGGHTS-PUBLIC-3.8.0-26-g6e873439/doc/Eqs/ |
H A D | angle_dipole_torque.tex | 6 \vec{T_j} = \frac{2K(\cos\gamma - \cos\gamma_0)}{\mu_j\,r_{ij}}\,
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/dports/math/testu01/TestU01-1.2.3/mylib/ |
H A D | num2.tex | 128 \tab Evaluates a series of Chebyshev polynomials $T_j$, at point 132 y = \frac{A_0}2 + \sum_{j=1}^N A_j T_j(x).
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/dports/math/reduce/Reduce-svn5758-src/doc/manual2/ |
H A D | xcolor.tex | 28 $Sp(T_i T_j) = A \Delta(i,j)$. The default value is 1/2.
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/dports/math/R-cran-partitions/partitions/man/ |
H A D | setparts.Rd | 34 T_j=\emptyset}{union(Ti,Tj) empty if i != j}
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/dports/math/pari/pari-2.13.3/doc/ |
H A D | usersch8.tex | 306 of the form $B_d T_j Tr^{new}_M$. This returns the vector of triples 310 the functions in \tet{MF_get_S} are of the form $T_j Tr^{new}_N$. This
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/dports/math/singular/Singular-Release-4-2-1/kernel/GBEngine/ |
H A D | kutil.cc | 10560 TObject* T_j = strat->s_2_t(i); in completeReduce() local 10561 if ((T_j != NULL)&&(T_j->p==strat->S[i])) in completeReduce() 10563 L = *T_j; in completeReduce() 10587 if (T_j->max_exp != NULL) p_LmFree(T_j->max_exp, strat->tailRing); in completeReduce() 10588 if (pNext(T_j->p) != NULL) in completeReduce() 10589 T_j->max_exp = p_GetMaxExpP(pNext(T_j->p), strat->tailRing); in completeReduce() 10591 T_j->max_exp = NULL; in completeReduce() 10594 T_j->pCleardenom(); in completeReduce()
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/dports/math/testu01/TestU01-1.2.3/testu01/ |
H A D | snpair.tex | 68 and conditionally on $J$, the jump times $T_j$ are distributed
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