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/dports/math/xlife++/xlifepp-sources-v2.0.1-2018-05-09/src/solvers/
H A DSsorSolver.hpp45 real_t omega_; //!< relaxation factor of SOR method member in xlifepp::SsorSolver
49 SsorSolver() : IterativeSolver("SSOR"), omega_(1.) {} in SsorSolver()
52 SsorSolver(const real_t w) : IterativeSolver("SSOR"), omega_(w) {} in SsorSolver()
58 : IterativeSolver("SSOR", maxOfIt, eps, vb), omega_(w) {} in SsorSolver()
71 printHeader(vecX0.size(), omega_); in operator ()()
72 if ( omega_ <= 0 || omega_ >= 2 ) { invalidOmega(omega_); } in operator ()()
120 matA.sorLowerSolve(vecB, t1, omega_); in algorithm()
121 matA.sorDiagonalMatrixVector(t1, t2, (2./omega_) - 1.); in algorithm()
122 matA.sorUpperSolve(t2, tb, omega_); in algorithm()
129 matA.sorLowerSolve(t1, t2, omega_); // t2 = [D/w+L]^{-1}.t1 in algorithm()
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H A DSorSolver.hpp45 real_t omega_; //!< relaxation factor of SOR method member in xlifepp::SorSolver
50 : IterativeSolver("SOR"), omega_(1.) {} in SorSolver()
54 : IterativeSolver("SOR"), omega_(w) {} in SorSolver()
60 : IterativeSolver("SOR", maxOfIt, eps, vb), omega_(w) {} in SorSolver()
73 printHeader(vecX0.size(), omega_); in operator ()()
74 if ( omega_ <= 0 || omega_ >= 2 ) { invalidOmega(omega_); } in operator ()()
121 matA.sorUpperMatrixVector(vecX, t1, 1.-1./omega_); in algorithm()
123 matA.sorLowerSolve(t1, vecX, omega_); // X_{k+1} = [D/w+L]^{-1} t1 in algorithm()
/dports/math/stan/stan-2.28.2/src/stan/variational/families/
H A Dnormal_meanfield.hpp30 Eigen::VectorXd omega_; member in stan::variational::normal_meanfield
47 omega_(Eigen::VectorXd::Zero(dimension)), in normal_meanfield()
77 omega_.size()); in normal_meanfield()
132 omega_ = omega; in set_omega()
141 omega_ = Eigen::VectorXd::Zero(dimension()); in set_to_zero()
187 omega_ = rhs.omega(); in operator =()
208 omega_ += rhs.omega(); in operator +=()
230 omega_.array() /= rhs.omega().array(); in operator /=()
247 omega_.array() += scalar; in operator +=()
265 omega_ *= scalar; in operator *=()
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/dports/math/py-pystan/pystan-2.19.0.0/pystan/stan/src/stan/variational/families/
H A Dnormal_meanfield.hpp30 Eigen::VectorXd omega_; member in stan::variational::normal_meanfield
47 omega_(Eigen::VectorXd::Zero(dimension)), in normal_meanfield()
60 omega_(Eigen::VectorXd::Zero(cont_params.size())), in normal_meanfield()
76 : mu_(mu), omega_(omega), dimension_(mu.size()) { in normal_meanfield()
137 omega_ = omega; in set_omega()
146 omega_ = Eigen::VectorXd::Zero(dimension()); in set_to_zero()
193 omega_ = rhs.omega(); in operator =()
215 omega_ += rhs.omega(); in operator +=()
239 omega_.array() /= rhs.omega().array(); in operator /=()
256 omega_.array() += scalar; in operator +=()
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/dports/graphics/opencv/opencv-4.5.3/modules/calib3d/src/
H A Dsqpnp.cpp184 omega_(0, 6) += -x * X2; omega_(0, 7) += -x * XY; omega_(0, 8) += -x * XZ; in computeOmega()
185 omega_(1, 7) += -x * Y2; omega_(1, 8) += -x * YZ; in computeOmega()
188 omega_(3, 6) += -y * X2; omega_(3, 7) += -y * XY; omega_(3, 8) += -y * XZ; in computeOmega()
193 omega_(6, 6) += sq_norm * X2; omega_(6, 7) += sq_norm * XY; omega_(6, 8) += sq_norm * XZ; in computeOmega()
211 omega_(1, 6) = omega_(0, 7); omega_(2, 6) = omega_(0, 8); omega_(2, 7) = omega_(1, 8); in computeOmega()
212 omega_(4, 6) = omega_(3, 7); omega_(5, 6) = omega_(3, 8); omega_(5, 7) = omega_(4, 8); in computeOmega()
213 omega_(7, 6) = omega_(6, 7); omega_(8, 6) = omega_(6, 8); omega_(8, 7) = omega_(7, 8); in computeOmega()
216 omega_(3, 3) = omega_(0, 0); omega_(3, 4) = omega_(0, 1); omega_(3, 5) = omega_(0, 2); in computeOmega()
217 omega_(4, 4) = omega_(1, 1); omega_(4, 5) = omega_(1, 2); in computeOmega()
218 omega_(5, 5) = omega_(2, 2); in computeOmega()
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/dports/math/cadabra2/cadabra2-2.3.6.8/examples/
H A Dsupergravity.cnb114 …"source" : "\\begin{dmath*}{}\\text{Attached property TableauSymmetry to~}\\omega_{\\mu m n}.\\end…
122 …erDelta;\n\\omega_{\\mu m n}::TableauSymmetry( indices={1,2}, shape={1,1} );\n{ e_{m}^{\\mu}, \\ps…
411 …"source" : "substitute(_, $\\partial_{\\mu}{e_{m}^{\\nu}} -> -\\omega_{\\mu m p} \\delta^{p n} e_{…
528 …mu}\\left(A??\\right) = \\partial_{\\mu}\\left(A??\\right)+\\frac{1}{4}\\omega_{\\mu m n} \\Gamma^…
531 …"source" : "covd:= D_{\\mu}{A??} = \\partial_{\\mu}{A??} + 1/4 \\omega_{\\mu m n} \\Gamma^{m n} A?…
541 …omega_{\\nu m n} \\psi_{\\rho}\\right)+\\frac{1}{4}\\Gamma^{p q} \\omega_{\\mu p q} \\left(\\parti…
554 …omega_{\\nu m n}} \\psi_{\\rho} - \\frac{1}{2}\\Gamma^{m n} \\delta^{p q} \\omega_{\\mu m p} \\ome…
567 …\\omega_{\\nu m n}}-\\partial_{\\nu}{\\omega_{\\mu m n}}+\\delta^{p q} \\omega_{\\mu m p} \\omega_…
570 …omega_{\\nu m n}} - \\partial_{\\nu}{\\omega_{\\mu m n}} + \n \\om…
580 …omega_{\\nu m n}} - \\frac{1}{4}\\Gamma^{m n} \\partial_{\\nu}{\\omega_{\\mu m n}}+\\frac{1}{4}\\G…
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/dports/math/xlife++/xlifepp-sources-v2.0.1-2018-05-09/src/term/
H A DPreconditionerTerm.cpp40 : Preconditioner(pt), precondMatrix_p(0), omega_(w) in PreconditionerTerm()
124 precondMatrix_p->sorLowerSolve(B, X, omega_); in solve()
125 precondMatrix_p->sorDiagonalMatrixVector(X, X, omega_); in solve()
126 precondMatrix_p->sorUpperSolve(X, X, omega_); in solve()
161 precondMatrixEntry_p->sorLowerSolve(B, X, omega_); in solve()
162 precondMatrixEntry_p->sorDiagonalMatrixVector(X, X, omega_); in solve()
163 precondMatrixEntry_p->sorUpperSolve(X, X, omega_); in solve()
H A DPreconditionerTerm.hpp65 real_t omega_; member in xlifepp::PreconditionerTerm
73 : Preconditioner(), precondMatrix_p(0), omega_(0.), isAllocated(false) in PreconditionerTerm()
83 omega_ = pt.omega_; in PreconditionerTerm()
/dports/math/openturns/openturns-1.18/lib/src/Base/Optim/
H A DAbdoRackwitz.cxx37 , omega_(ResourceMap::GetAsScalar("AbdoRackwitz-DefaultOmega")) in AbdoRackwitz()
49 , omega_(omega) in AbdoRackwitz()
60 , omega_(ResourceMap::GetAsScalar("AbdoRackwitz-DefaultOmega")) in AbdoRackwitz()
107 …const Scalar levelIncrement = omega_ * currentDirection_.dot(currentPoint_ + (currentSigma_ * ((cu… in computeLineSearch()
249 return omega_; in getOmega()
254 omega_ = omega; in setOmega()
275 << " omega=" << omega_ in __repr__()
285 adv.saveAttribute("omega_", omega_); in save()
300 adv.loadAttribute("omega_", omega_); in load()
H A DSQP.cxx43 , omega_(ResourceMap::GetAsScalar("SQP-DefaultOmega")) in SQP()
52 , omega_(ResourceMap::GetAsScalar("SQP-DefaultOmega")) in SQP()
65 , omega_(omega) in SQP()
112 …const Scalar levelIncrement = omega_ * currentDirection_.dot(currentPoint_ + (currentSigma_ * ((cu… in computeLineSearch()
295 return omega_; in getOmega()
300 omega_ = omega; in setOmega()
321 << " omega=" << omega_ in __repr__()
331 adv.saveAttribute("omega_", omega_); in save()
349 adv.loadAttribute("omega_", omega_); in load()
/dports/math/cgal/CGAL-5.3/include/CGAL/OpenNL/
H A Dpreconditioner.h59 CoeffType omega() const { return omega_ ; } in omega()
76 CoeffType omega_ ; variable
82 ) : A_(A), omega_(omega) { in Preconditioner()
101 y[i] = (x[i] - S) * omega_ / A_.get_coef(i,i) ; in mult_lower_inverse()
119 y[i] = (x[i] - S) * omega_ / A_.get_coef(i,i) ; in mult_upper_inverse()
127 xy[i] *= ( A_.get_coef(i,i) / omega_ ) ; in mult_diagonal()
135 xy[i] *= ( omega_ / A_.get_coef(i,i) ) ; in mult_diagonal_inverse()
/dports/science/liggghts/LIGGGHTS-PUBLIC-3.8.0-26-g6e873439/src/
H A Dmesh_mover_rotation.cpp90 omega_ = 2.*M_PI/force->numeric(FLERR, arg[10]); in MeshMoverRotate()
114 double incrementalPhi = omega_*dt; in initial_integrate()
127 vectorScalarMult3D(axis_,omega_,omegaVec); in initial_integrate()
175 omega_ = 0.; in MeshMoverRotateVariable()
204 omega_ = input->variable->compute_equal(myvar1_); in setup()
223 omega_ = input->variable->compute_equal(myvar1_); in initial_integrate()
229 incrementalPhi = omega_*dt; in initial_integrate()
235 vectorScalarMult3D(axis_,omega_,omegaVec); in initial_integrate()
276 omega_ = 2.*M_PI/force->numeric(FLERR, arg[10]); in MeshMoverRiggle()
302 double vel_prefactor = omega_*amplitude_*cos(omega_ * dTAbs); in initial_integrate()
H A Dmesh_mover_rotation.h86 double axis_[3], point_[3], omega_;
110 double axis_[3], point_[3], omega_, totalPhi_;
130 double axis_[3], point_[3], omega_, amplitude_;
H A Dmultisphere.h140 { vectorCopy3D(omega_(ibody_local), omega); } in omega()
175 { omega_.set(ibody_local,omega); } in set_omega_body()
181 omega_.set(ibody_local,omega); in set_angmom_via_omega_body()
237 VectorContainer<double,3> &omega_; variable
/dports/math/openturns/openturns-1.18/lib/src/Base/Algo/
H A DFilonQuadrature.cxx39 , omega_(1.0) in FilonQuadrature()
51 , omega_(omega) in FilonQuadrature()
70 return integrate(function, omega_, interval); in integrate()
170 return omega_; in getOmega()
175 omega_ = omega; in setOmega()
195 << ", omega=" << omega_ in __repr__()
206 << ", omega=" << omega_ in __str__()
/dports/math/xlife++/xlifepp-sources-v2.0.1-2018-05-09/doc/tex/inputs/dev/
H A DPreconditioner.tex33 Real omega_;
36 : precondMatrix_p(0), type_(_noPreconditioner), omega_(0.) { }
39 : precondMatrix_p(&A), type_(pt), omega_(w) { }
42 : precondMatrix_p(&A), type_(pt), omega_(w) { }
69 : precondMatrix_p(0), type_(_noPreconditioner), omega_(0.) { }
72 : precondMatrix_p(&A), type_(pt), omega_(w) { }
75 : precondMatrix_p(&A), type_(pt), omega_(w) { }
/dports/science/apbs/apbs-pdb2pqr-apbs-1.5-102-g500c1473/apbs/externals/pb_s_am/pb_shared/src/
H A DBasePhysCalc.h25 shared_ptr<vector<double> > omega_;
29 BaseEnergyCalc(int N) { omega_ = make_shared<vector<double> > (N); } in BaseEnergyCalc()
31 shared_ptr<vector<double> > get_omega() const { return omega_; } in get_omega()
32 const double get_ei(int i) const { return (*omega_)[i]; } in get_ei()
/dports/math/mfem/mfem-4.3/examples/
H A Dex22.cpp61 static double omega_ = 10.0; variable
139 omega_ = 2.0 * M_PI * freq; in main()
297 ConstantCoefficient massCoef(-omega_ * omega_ * epsilon_); in main()
298 ConstantCoefficient lossCoef(omega_ * sigma_); in main()
299 ConstantCoefficient negMassCoef(omega_ * omega_ * epsilon_); in main()
560 complex<double> alpha = (epsilon_ * omega_ - i * sigma_); in u0_exact()
561 complex<double> kappa = std::sqrt(mu_ * omega_* alpha); in u0_exact()
H A Dex22p.cpp61 static double omega_ = 10.0; variable
155 omega_ = 2.0 * M_PI * freq; in main()
329 ConstantCoefficient massCoef(-omega_ * omega_ * epsilon_); in main()
330 ConstantCoefficient lossCoef(omega_ * sigma_); in main()
331 ConstantCoefficient negMassCoef(omega_ * omega_ * epsilon_); in main()
616 complex<double> alpha = (epsilon_ * omega_ - i * sigma_); in u0_exact()
617 complex<double> kappa = std::sqrt(mu_ * omega_* alpha); in u0_exact()
/dports/science/nest/nest-simulator-3.1/models/
H A Dmat2_psc_exp.cpp81 , omega_( 19.0 ) // resting threshold relative to E_L_ in mV in Parameters_()
116 def< double >( d, names::omega, omega_ + E_L_ ); in get()
139 if ( updateValueParam< double >( d, names::omega, omega_, node ) ) in set()
141 omega_ -= E_L_; in set()
145 omega_ -= delta_EL; in set()
169 def< double >( d, names::V_th, p.E_L_ + p.omega_ + V_th_1_ + V_th_2_ ); // Adaptive threshold in get()
334 if ( S_.V_m_ >= P_.omega_ + S_.V_th_2_ + S_.V_th_1_ ) // threshold crossing in update()
/dports/science/clipper/clipper-2.1/clipper/core/
H A Drotation.h131 omega_(omega), phi_(phi), kappa_(kappa) {} in Polar_ccp4()
132 const ftype& psi() const { return omega_; } //!< return omega in psi()
133 const ftype& omega() const { return omega_; } //!< return omega in omega()
138 ftype omega_, phi_, kappa_;
/dports/science/gromacs/gromacs-2021.4/src/gromacs/applied_forces/
H A Delectricfield.cpp95 section.addOption(RealOption("omega").store(&omega_)); in initMdpOptions()
110 builder->addUniformArray<real>("electric-field-" + name, { a_, omega_, t0_, sigma_ }); in buildMdpOutput()
122 … return a_ * (std::cos(omega_ * (t - t0_)) * std::exp(-square(t - t0_) / (2.0 * square(sigma_)))); in evaluate()
126 return a_ * std::cos(omega_ * t); in evaluate()
137 real omega_ = 0; member in gmx::__anone0d8581e0111::ElectricFieldDimension
/dports/science/lammps/lammps-stable_29Sep2021/doc/src/
H A Dpair_mesodpd.rst83 \mathbf{F}_{ij}^{C} & = \alpha_{ij}{\omega_{C}}(r_{ij})\mathbf{e}_{ij} \\
85 \mathbf{F}_{ij}^{R} & = \sigma {\omega_{R}}(r_{ij}){\xi_{ij}}\Delta t^{-1/2} \mathbf{e}_{ij} \\
86 \omega_{C}(r) & = 1 - r/r_c \\
88 \omega_{D}(r) & = \omega^2_{R}(r) = (1-r/r_c)^s \\
100 q_i^R & = \sum_{j \ne i} \beta _{ij} \omega_{RT}(r_{ij}) d {t^{ - 1/2}} \xi_{ij}^e \\
101 \omega_{CT}(r) & =\omega_{RT}^2(r)=\left(1-r/r_{ct}\right)^{s_T} \\
158 \mathbf{F}_{ij}^{R} & = \sigma {\omega_{R}}(r_{ij}){\xi_{ij}}\Delta t^{-1/2} \mathbf{e}_{ij}
193 \mathbf{F}_{ij}^{C} & = A{\omega_{C}}(r_{ij})\mathbf{e}_{ij} \\
195 \mathbf{F}_{ij}^{R} & = \sigma {\omega_{R}}(r_{ij}){\xi_{ij}}\Delta t^{-1/2} \mathbf{e}_{ij} \\
196 \omega_{C}(r) & = 1 - r/r_c \\
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/dports/science/phonopy/phonopy-2.11.0/doc/
H A Dthermal-displacement.inc15 \sum_{\mathbf{q},\nu}\left[\omega_\nu(\mathbf{q})\right]^{-\frac{1}{2}}
16 \left[\hat{a}_\nu(\mathbf{q})\exp(-i\omega_\nu(\mathbf{q})t)+
17 \hat{a}^\dagger_\nu(\mathbf{-q})\exp({i\omega_\nu(\mathbf{q})}t)\right]
36 \sum_{\mathbf{q},\nu}\omega_\nu(\mathbf{q})^{-1}
44 \frac{1}{\exp(\hbar\omega_\nu(\mathbf{q})/\mathrm{k_B}T)-1},
71 \sum_{\mathbf{q},\nu}\omega_\nu(\mathbf{q})^{-1}
89 \sum_{\mathbf{q},\nu}\omega_\nu(\mathbf{q})^{-1}
/dports/science/elk/elk-7.2.42/src/
H A Dlatvstep.f9030 t1=(omega_/omega)**(1.d0/3.d0)
32 omega=omega_

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