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/dports/misc/opennn/opennn-5.0.5/opennn/
H A Dnumerical_differentiation.h1420 type h_j; variable
1494 type h_j; variable
1628 type h_j; variable
1704 type h_j; variable
1840 type h_j; variable
1916 type h_j; variable
2669 type h_j; variable
2749 type h_j; variable
2892 type h_j; variable
2976 type h_j; variable
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/dports/science/chrono/chrono-7.0.1/src/chrono_fsi/physics/
H A DChFsiForceIISPH.cu124 Real m_j = h_j * h_j * h_j * paramsD.rho0; in V_i_np__AND__d_ii_kernel()
211 Real m_j = h_j * h_j * h_j * paramsD.rho0; in Rho_np_AND_a_ii_AND_sum_m_GradW()
283 Real m_j = h_j * h_j * h_j * paramsD.rho0; in Calc_dij_pj()
447 Real m_j = h_j * h_j * h_j * paramsD.rho0; in Calc_summGradW()
635 Real h_j = sortedPosRad[j].w; in Calc_BC_aij_Bi() local
636 Real h_ij = 0.5 * (h_j + h_i); in Calc_BC_aij_Bi()
710 Real m_j = h_j * h_j * h_j * paramsD.rho0; in Calc_fluid_aij_Bi()
1031 Real m_j = h_j * h_j * h_j * paramsD.rho0; in Calc_Pressure()
1093 Real m_j = h_j * h_j * h_j * paramsD.rho0; in Calc_Pressure()
1246 Real h_j = sortedPosRad[j].w; in CalcForces() local
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H A DChSphGeneral.cu73 Real h_j = sortedPosRad[j].w; in calc_A_tensor() local
75 Real h_ij = 0.5 * (h_j + h_i); in calc_A_tensor()
165 Real h_j = sortedPosRad[j].w; in calc_L_tensor() local
167 Real h_ij = 0.5 * (h_j + h_i); in calc_L_tensor()
281 Real h_j = sortedPosRad[j].w; in calcRho_kernel() local
354 Real h_j = sortedPosRad[j].w; in calcNormalizedRho_kernel() local
614 Real h_j = sortedPosRad[j].w; in Function_Gradient_Laplacian_Operator() local
656 Real h_j = sortedPosRad[j].w; in Function_Gradient_Laplacian_Operator() local
658 Real h_ij = 0.5 * (h_j + h_i); in Function_Gradient_Laplacian_Operator()
840 Real h_j = sortedPosRad[j].w; in UpdateDensity() local
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H A DChFsiForceI2SPH.cu82 Real h_j = sortedPosRad[j].w; in Viscosity_correction() local
83 Real m_j = cube(h_j * paramsD.MULT_INITSPACE) * paramsD.rho0; in Viscosity_correction()
84 Real W3 = 0.5 * (W3h(d, h_i) + W3h(d, h_j)); in Viscosity_correction()
227 Real h_j = sortedPosRad[j].w; in V_star_Predictor() local
229 Real W3 = 0.5 * (W3h(d, h_i) + W3h(d, h_j)); in V_star_Predictor()
297 Real h_j = sortedPosRad[j].w; in V_star_Predictor() local
298 Real h_ij = 0.5 * (h_j + h_i); in V_star_Predictor()
483 Real h_j = sortedPosRad[j].w; in Pressure_Equation() local
484 Real h_ij = 0.5 * (h_j + h_i); in Pressure_Equation()
591 Real h_j = sortedPosRad_old[j].w; in Velocity_Correction_and_update() local
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/dports/science/py-chainer-chemistry/chainer-chemistry-0.7.1/chainer_chemistry/models/gwm/
H A Dgwm.py129 h_j = self.V_super(h)
130 h_j = functions.reshape(h_j, (mb, atom, self.n_heads, ch))
132 h_j = functions.transpose(h_j, (0, 2, 1, 3))
171 attention_sum = functions.matmul(attention_i, h_j)
/dports/science/py-chainer-chemistry/chainer-chemistry-0.7.1/chainer_chemistry/links/update/
H A Drelgat_update.py60 h_j = functions.reshape(h, (mb, atom, 1, self.n_edge_types,
63 h_j = functions.broadcast_to(h_j, (mb, atom, atom, self.n_edge_types,
67 e = functions.concat([h_i, h_j], axis=5)
/dports/science/opensph/sph-7de6c044339f649e3d19e61f735a6a24572b792a/core/sph/solvers/
H A DGradHSolver.cpp57 const Float h_j = r[j][H]; in eval() local
59 -dot(r_ji, kernel.grad(r_ji, h_j)) - DIMENSIONS / h_j * kernel.value(r_ji, h_j); in eval()
/dports/lang/slib/slib-3b6/
H A Dlimit.scm105 (define h_j (/ h_n*nsamps jdx))
107 ((converging) (<= (magnitude delta) h_j))
109 ((diverging) (>= (magnitude delta) h_j))
115 (cond ((> (magnitude delta) h_j) 'diverging)
/dports/games/libtmcg/libTMCG-1.3.18/src/
H A DBarnettSmartVTMF_dlog.cc398 h_j[fp.str()] = tmp; in KeyGenerationProtocol_UpdateKey()
429 if (h_j.count(fpstr)) in KeyGenerationProtocol_RemoveKey()
432 if (!mpz_invert(foo, h_j[fpstr], p)) in KeyGenerationProtocol_RemoveKey()
438 mpz_clear(h_j[fpstr]); in KeyGenerationProtocol_RemoveKey()
439 delete [] h_j[fpstr]; in KeyGenerationProtocol_RemoveKey()
440 h_j.erase(fpstr); in KeyGenerationProtocol_RemoveKey()
651 return h_j.size(); in KeyGenerationProtocol_NumberOfKeys()
1100 if (!h_j.count(fpstr)) in VerifiableDecryptionProtocol_Verify_Update()
1108 if (!CP_Verify(d_j, h_j[fpstr], c_1, g, in, false)) in VerifiableDecryptionProtocol_Verify_Update()
1144 j = h_j.begin(); j != h_j.end(); j++) in ~BarnettSmartVTMF_dlog()
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H A DBarnettSmartVTMF_dlog.hh52 std::map<std::string, mpz_ptr> h_j; member in BarnettSmartVTMF_dlog
/dports/textproc/py-pymdown-extensions/pymdown-extensions-9.1/docs/src/markdown/extensions/
H A Darithmatex.md62 E(\mathbf{v}, \mathbf{h}) = -\sum_{i,j}w_{ij}v_i h_j - \sum_i b_i v_i - \sum_j c_j h_j
68 p(v_i=1|\mathbf{h}) & = \sigma\left(\sum_j w_{ij}h_j + b_i\right) \\
69 p(h_j=1|\mathbf{v}) & = \sigma\left(\sum_i w_{ij}v_i + c_j\right)
75 E(\mathbf{v}, \mathbf{h}) = -\sum_{i,j}w_{ij}v_i h_j - \sum_i b_i v_i - \sum_j c_j h_j
81 p(v_i=1|\mathbf{h}) & = \sigma\left(\sum_j w_{ij}h_j + b_i\right) \\
82 p(h_j=1|\mathbf{v}) & = \sigma\left(\sum_i w_{ij}v_i + c_j\right)
357 p(v_i=1|\mathbf{h}) & = \sigma\left(\sum_j w_{ij}h_j + b_i\right) \\
358 p(h_j=1|\mathbf{v}) & = \sigma\left(\sum_i w_{ij}v_i + c_j\right)
366 p(v_i=1|\mathbf{h}) & = \sigma\left(\sum_j w_{ij}h_j + b_i\right) \\
367 p(h_j=1|\mathbf{v}) & = \sigma\left(\sum_i w_{ij}v_i + c_j\right)
/dports/science/quantum-espresso/q-e-qe-6.7.0/CPV/src/
H A Dpres_ai_mod.f9024 real(dp) :: R_j, e_j, h_j variable
65 h_j = h_j_
H A Dvol_clu.f9032 & surfclu, n_ele, jellium, R_j, h_j, e_j, &
269 v_vol(ir) = - h_j
/dports/games/libtmcg/libTMCG-1.3.18/tests/
H A Dt-vtmf.cc183 mpz_t h_j; in check() local
184 mpz_init(h_j); in check()
185 *pipe_in >> h_j; in check()
186 std::cout << "h_j = " << h_j << std::endl; in check()
187 assert(vtmf->KeyGenerationProtocol_VerifyKey_interactive(h_j, in check()
194 h_j, edcf, *pipe_in, *pipe_out)); in check()
196 mpz_clear(h_j); in check()
/dports/science/dakota/dakota-6.13.0-release-public.src-UI/docs/KeywordMetadata/
H A Dresponses-numerical_hessians19 \nabla^2 f ({\bf x})_{i,j} \cong \frac{f({\bf x} + h_i {\bf e}_i + h_j {\bf e}_j) -
21 f({\bf x} - h_j {\bf e}_j) +
22 f({\bf x})}{h_i h_j}
/dports/math/openturns/openturns-1.18/python/doc/theory/probabilistic_modeling/
H A Drandom_mixture.rst48 …\prod_{j=1}^d \frac{h_j}{2*\pi}\sum_{k_1\in\mathbb{Z}}\hdots\sum_{k_d\in\mathbb{Z}}\phi\left(k_1h_…
51 :math:`\frac{2k\pi}{h_j} \approx +\infty` and
52 :math:`p_Y(\hdots,\frac{2k\pi}{h_j},\hdots) \approx 0` because of the
162 :math:`\forall j \in\{1,\hdots,d\},\: h_j=\frac{\pi}{b\sigma_j}` and
214 = & \sum_{k_j=0}^{N-1}\delta\left(k_1h_1,\hdots,(k_j+1)h_j,\hdots,k_dh_d\right) \times\notag\\
239 …t(\frac{m_j}{N}\right)} \sum_{k_j=0}^{N-1}\delta\left(k_1h_1,\hdots,(k_j+1)h_j,\hdots,k_dh_d\right…
251 = & \sum_{k_j=0}^{N-1}\delta\left(k_1h_1,\hdots,(k_j-N)h_j,\hdots,k_dh_d\right) \times\notag\\
275 = \sum_{k_j=0}^{N-1}\delta\left(k_1h_1,\hdots,(k_j-N)h_j,\hdots,k_dh_d\right) \times\notag\\
/dports/math/kfr/kfr-4.2.1/docs/docs/
H A Dconvolution.md92 k\in\mathbb{Z}\) and \(j\)-th block filter \(h_j[n] = h[n + jB] ,
94 \(y_{k,j}[n] = (x_k * h_j)[n]\) is efficiently computed with length \(2B\) FFTs
97 y_{k,j}[n] = \mathrm{IFFT}(\mathrm{FFT}(x_k[n])\cdot\mathrm{FFT}(h_j[n]))
/dports/textproc/dbacl/dbacl-1.14.1/src/tests/
H A Dverify.email-scripts23 function h_j ()
28 h_j();
H A Dsample.spam-1084 function h_j ()
94 <BODY onLoad=3D'h_j();'bgProperties=3Dfixed leftMargin=3D10 topMargin=3D10 =
/dports/games/freedoko/FreeDoko_0.7.19/bin/
H A Dcardset_convert.openclipart.sh51 convert_card *h_j.svg png.${HEIGHT}/cards/heart_jack.png
/dports/math/R-cran-psych/psych/man/
H A Domega.Rd78 \eqn{h_j^2 = c_j^2 + \sum{f_{ij}^2}}
80 \eqn{u_j^2 = \sigma_j^2 (1-h_j^2)}
82 …f \eqn{h_j^2} is the communality of item\eqn{_j}, based upon general as well as group factors, th…
84 \omega_t = \frac{\vec{1}\vec{cc'}\vec{1} + \vec{1}\vec{AA'}\vec{1}'}{V_x} = 1 - \frac{\sum(1-h_j^2)…
86 Because \eqn{h_j^2 \geq r_{smc}^2}, \eqn{\omega_t \geq \lambda_6}.
/dports/science/py-scikit-learn/scikit-learn-1.0.2/doc/modules/
H A Dneural_networks_unsupervised.rst80 h_i \bot h_j | \mathbf{v} \\
102 P(v_i=1|\mathbf{h}) = \sigma(\sum_j w_{ij}h_j + b_i) \\
/dports/math/openturns/openturns-1.18/python/src/
H A DKernelMixture_doc.i.in24 f(\vect{x}) = \sum_{i=1}^N \dfrac{1}{N} \Pi_{j=1}^d \dfrac{1}{h_j}K(\frac{x^j-X^j_i}{h})
/dports/biology/hisat2/hisat2-2.2.1/
H A Dhisat2_extract_snps_haplotypes_UCSC.py305 for h_j in reversed(range(0, h_i)):
306 hc = haplotypes[h_j].split('#')
/dports/math/R-cran-DEoptimR/DEoptimR/man/
H A DJDEoptim.Rd34 (\eqn{h_j(X) = 0}), followed by nonlinear inequalities defined as
49 of the form \eqn{|h_j(X)| - \epsilon \le 0}. A scalar value is expanded
166 remaining others for an equality constraint \eqn{h_j(X) = 0}
171 equality constraint \eqn{h_j(X) = 0} can be removed altogether from the

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