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Searched refs:f_xx (Results 1 – 6 of 6) sorted by relevance

/dports/graphics/argyllcms/Argyll_V1.9.2/profile/
H A Dcb2ti3.c61 int f_id2, f_xx, f_yy, f_zz; /* Field indexes */ in main() local
170 if ((f_xx = ncie->find_field(ncie, 0, "XYZ_X")) < 0) in main()
172 if (ncie->t[0].ftype[f_xx] != r_t) in main()
224 xyz[0] = *((double *)ncie->t[0].fdata[i][f_xx]); in main()
/dports/math/freefem++/FreeFem-sources-4.6/examples/misc/
H A Dccc-adp.edp39 cout << " min max f_xx : " << fxxh[].min << " " << fxxh[].max << endl;
H A Daaa-adp.edp39 cout << " min max f_xx : " << fxxh[].min << " " << fxxh[].max << endl;
/dports/misc/vxl/vxl-3.3.2/core/vgl/
H A Dvgl_conic.hxx375 double f_xx = 2*a_xx; in curvature_at() local
384 return (f_xx*f_y_2 - 2*f_x*f_y*f_xy + f_yy*f_x_2) / denom; in curvature_at()
/dports/science/chemps2/CheMPS2-1.8.10/CheMPS2/
H A DCASPT2.cpp5483 … const double f_xx = fock->get( irrep_x, nocc_x + x, nocc_x + x ); in make_AA_CC() local
5486 … + ( f_tt + f_uu + f_xx + f_yy ) * SAA[ irrep ][ ptr ]; in make_AA_CC()
5738 … const double f_xx = fock->get( irrep_x, nocc_x + xy, nocc_x + xy ); in make_AA_CC() local
5872 … const double f_xx = fock->get( irrep_x, nocc_x + xy, nocc_x + xy ); in make_AA_CC() local
6002 const double f_xx = fock->get( irrep_x, nocc_x + x, nocc_x + x ); in make_DD() local
6165 const double f_xx = fock->get( irrep_xy, nocc_xy + x, nocc_xy + x ); in make_BB_FF_singlet() local
6171 … FBB_singlet[ 0 ][ ptr ] = fdotsum + ( f_tt + f_uu + f_xx + f_yy ) * SBB_singlet[ 0 ][ ptr ]; in make_BB_FF_singlet()
6373 const double f_xx = fock->get( irrep_x, nocc_x + x, nocc_x + x ); in make_BB_FF_singlet() local
6574 const double f_xx = fock->get( irrep_xy, nocc_xy + x, nocc_xy + x ); in make_BB_FF_triplet() local
6580 … FBB_triplet[ 0 ][ ptr ] = fdotdiff + ( f_tt + f_uu + f_xx + f_yy ) * SBB_triplet[ 0 ][ ptr ]; in make_BB_FF_triplet()
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/dports/finance/quantlib/QuantLib-1.20/test-suite/
H A Dinterpolations.cpp1659 Real f_xx = spline.secondDerivativeX(x[j],y[i]); in testBicubicDerivatives() local
1667 if (std::fabs(f_xx + y[i]/10*std::sin(x[j])) > tol) { in testBicubicDerivatives()