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Searched defs:tau2 (Results 1 – 25 of 176) sorted by relevance

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/dports/math/octave-forge-stk/stk/inst/sampling/@stk_sampcrit_eqi/
H A Dfeval.m55 tau2 = (exp (prior_model.lognoisevariance)) / pbs; variable
58 tau2 = 0; variable
/dports/math/R-cran-SQUAREM/SQUAREM/demo/
H A Dfactoranalysis.R41 tau2 <- param[37:45] functionVar
82 tau2 <- param[37:45] functionVar
124 tau2 <- param[37:45] functionVar
138 tau2 <- param[37:45] functionVar
/dports/math/qtiplot-doc/qtiplot-0.9.8.9/fitPlugins/fitRational1/
H A DfitRational1.cpp87 double tau2 = tau*tau; in function_f() local
109 double tau2 = tau*tau; in function_d() local
132 double tau2 = tau*tau; in function_df() local
/dports/science/scidavis/scidavis-2.4.0/fitPlugins/fitRational1/
H A DfitRational1.cpp87 double tau2 = tau * tau; in function_f() local
108 double tau2 = tau * tau; in function_d() local
129 double tau2 = tau * tau; in function_df() local
/dports/astro/geographiclib/GeographicLib-1.52/include/GeographicLib/
H A DSphericalHarmonic2.hpp196 Math::real operator()(real tau1, real tau2, real x, real y, real z) in operator ()()
235 Math::real operator()(real tau1, real tau2, real x, real y, real z, in operator ()()
279 CircularEngine Circle(real tau1, real tau2, real p, real z, bool gradp) in Circle()
/dports/science/py-MDAnalysis/MDAnalysis-0.19.2/MDAnalysis/analysis/hbonds/
H A Dhbond_autocorrel.py501 def double(x, A1, tau1, tau2): argument
506 def triple(x, A1, A2, tau1, tau2, tau3): argument
/dports/math/elpa/elpa-2019.05.002/src/elpa2/kernels/
H A Dsimple_template.F90146 real(kind=C_DATATYPE_KIND) :: s, h1, h2, tau1, tau2, x(nq), y(nq) variable
158 complex(kind=C_DATATYPE_KIND) :: s, h1, h2, tau1, tau2, x(nq), y(nq) variable
H A Dreal_vsx_4hv_template.c494 __SSE_DATATYPE tau2 = vec_splats(hh[ldh]); in hh_trafo_kernel_6_VSX_4hv_double() local
498 __SSE_DATATYPE tau2 = vec_splats(hh[ldh]); in hh_trafo_kernel_6_VSX_4hv_double() local
961 __SSE_DATATYPE tau2 = vec_splats(hh[ldh]); in hh_trafo_kernel_4_VSX_4hv_double() local
975 __SSE_DATATYPE tau2 = vec_splats(hh[ldh]); in hh_trafo_kernel_4_VSX_4hv_double() local
1279 __SSE_DATATYPE tau2 = vec_splats(hh[ldh]); in hh_trafo_kernel_2_VSX_4hv_double() local
1292 __SSE_DATATYPE tau2 = vec_splats(hh[ldh]); in hh_trafo_kernel_2_VSX_4hv_double() local
/dports/astro/geographiclib/GeographicLib-1.52/dotnet/examples/ManagedCPP/
H A Dexample-SphericalHarmonic2.cpp20 double tau1 = 0.1, tau2 = 0.05, x = 2, y = 3, z = 1; variable
/dports/math/arb/arb-2.21.1/acb_modular/test/
H A Dt-lambda.c26 acb_t tau1, tau2, z1, z2, z3, t; in main() local
H A Dt-j.c27 acb_t tau1, tau2, z1, z2; in main() local
H A Dt-eisenstein.c27 acb_t tau1, tau2, t; in main() local
H A Dt-eta.c27 acb_t tau1, tau2, z1, z2, z3, t; in main() local
/dports/devel/bullet/bullet3-3.21/src/LinearMath/
H A DbtImplicitQRSVD.h213 btScalar tau2 = A[rowk][j]; in rowRotation() local
222 btScalar tau2 = A(rowk,j); in rowRotation() local
239 btScalar tau2 = A[j][rowk]; in columnRotation() local
248 btScalar tau2 = A(j,rowk); in columnRotation() local
/dports/graphics/blender/blender-2.91.0/extern/bullet2/src/LinearMath/
H A DbtImplicitQRSVD.h213 btScalar tau2 = A[rowk][j]; in rowRotation() local
222 btScalar tau2 = A(rowk,j); in rowRotation() local
239 btScalar tau2 = A[j][rowk]; in columnRotation() local
248 btScalar tau2 = A(j,rowk); in columnRotation() local
/dports/devel/godot/godot-3.2.3-stable/thirdparty/bullet/LinearMath/
H A DbtImplicitQRSVD.h213 btScalar tau2 = A[rowk][j]; in rowRotation() local
222 btScalar tau2 = A(rowk,j); in rowRotation() local
239 btScalar tau2 = A[j][rowk]; in columnRotation() local
248 btScalar tau2 = A(j,rowk); in columnRotation() local
/dports/devel/godot-tools/godot-3.2.3-stable/thirdparty/bullet/LinearMath/
H A DbtImplicitQRSVD.h213 btScalar tau2 = A[rowk][j]; in rowRotation() local
222 btScalar tau2 = A(rowk,j); in rowRotation() local
239 btScalar tau2 = A[j][rowk]; in columnRotation() local
248 btScalar tau2 = A(j,rowk); in columnRotation() local
/dports/devel/py-bullet3/bullet3-3.21/src/LinearMath/
H A DbtImplicitQRSVD.h213 btScalar tau2 = A[rowk][j]; in rowRotation() local
222 btScalar tau2 = A(rowk,j); in rowRotation() local
239 btScalar tau2 = A[j][rowk]; in columnRotation() local
248 btScalar tau2 = A(j,rowk); in columnRotation() local
/dports/math/ensmallen/ensmallen-2.17.0/tests/
H A Dproximal_test.cpp29 double tau2 = 0.5; variable
/dports/science/fastjet/fastjet-3.3.4/tools/fastjet/tools/
H A DRestFrameNSubjettinessTagger.hh144 inline double tau2() const{return _tau2;} in tau2() function in RestFrameNSubjettinessTaggerStructure
/dports/math/openturns/openturns-1.18/lib/test/
H A Dt_DiracCovarianceModel_std.cxx70 const Point tau2 = vertices[1]; in main() local
/dports/science/fastjet/fastjet-3.3.4/tools/
H A DRestFrameNSubjettinessTagger.cc88 double tau2 = 0.0; in result() local
/dports/net/h323plus/h323plus-1_27_2/plugins/audio/LPC_10/src/
H A Dtbdm.c118 integer minamd, ptr, tau2[6]; in tbdm_() local
/dports/net/opal/opal-3.10.10/plugins/audio/LPC_10/src/
H A Dtbdm.c118 integer minamd, ptr, tau2[6]; in tbdm_() local
/dports/math/octave-forge-image/image-2.12.0/inst/
H A Dgraythresh.m404 tau2 = (sumC-sumCT) / (sumAdiff) - nu^2; variable
452 tau2 = (partial_sumC(y,n)-partial_sumC(y,j)) / (partial_sumA(y,n)-partial_sumA(y,j)) - nu^2; variable
483 tau2 = (sumC - sumCT) / (sumY - sumAT) - nu^2; variable
516 tau2 = ind.^2.*gamma*y'/G - nu^2; variable

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