/dports/math/xlife++/xlifepp-sources-v2.0.1-2018-05-09/tests/res/ |
H A D | unit_Laplace_EigenValues.res | 102 FE dof 40 -> (0.09025534948,0) 104 FE dof 82 -> (0.09025534948,0) 149 FE dof 1 -> (0.19775619535,0) 150 FE dof 2 -> (0.18218786904,0) 151 FE dof 3 -> (0.18218786904,0) 152 FE dof 4 -> (0.16276620298,0) 165 FE dof 17 -> (0.104801637,0) 168 FE dof 20 -> (0.104801637,0) 210 FE dof 102 -> (-0.104801637,0) 213 FE dof 105 -> (-0.104801637,0) [all …]
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H A D | unit_TermVector.res | 8 FE dof 1 (0.1, 0) -> 0.005 9 FE dof 2 (0, 0.1) -> 0.005 11 FE dof 4 (0.1, 0.1) -> 0.01 12 FE dof 5 (0.2, 0) -> 0.005 13 FE dof 6 (0.2, 0.1) -> 0.01 15 FE dof 8 (0.3, 0.1) -> 0.01 17 FE dof 10 (0.4, 0.1) -> 0.01 71 FE dof 2 (0, 0.1) -> 0.1 73 FE dof 23 (0, 0.2) -> 0.1 74 FE dof 34 (0, 0.3) -> 0.1 [all …]
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H A D | unit_Projector.res | 35 FE dof 1 (0.2, 0) -> 1 36 FE dof 2 (0, 0.2) -> 1 37 FE dof 3 (0, 0) -> 1 38 FE dof 4 (0.2, 0.2) -> 1 39 FE dof 5 (0.4, 0) -> 1 40 FE dof 6 (0.4, 0.2) -> 1 41 FE dof 7 (0.6, 0) -> 1 42 FE dof 8 (0.6, 0.2) -> 1 43 FE dof 9 (0.8, 0) -> 1 44 FE dof 10 (0.8, 0.2) -> 1 [all …]
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H A D | unit_TermVector_vector.res | 3 FE dof 1 (0, 0) -> [ 1 1 ] 4 FE dof 2 (0.5, 0) -> [ 1 1 ] 5 FE dof 3 (0, 0.5) -> [ 1 1 ] 6 FE dof 4 (1, 0) -> [ 1 1 ] 7 FE dof 5 (0.5, 0.5) -> [ 1 1 ] 8 FE dof 6 (0, 1) -> [ 1 1 ] 9 FE dof 7 (1, 0.5) -> [ 1 1 ] 10 FE dof 8 (0.5, 1) -> [ 1 1 ] 11 FE dof 9 (1, 1) -> [ 1 1 ] 72 FE dof 2 (0.5, 0) -> 0.125 [all …]
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H A D | unit_DtN_scalar.res | 6 FE dof 1 (0.0160285, -0.5) -> (0.999871542297,0.0160277285301) 7 FE dof 2 (0, -0.484375) -> (0.999999994334,8.37605425043e-08) 8 FE dof 3 (0, -0.5) -> (0.999999993353,1.3672213978e-07) 9 FE dof 4 (0.0160285, -0.46875) -> (0.999871541969,0.0160278303048) 11 FE dof 6 (0.0160285, -0.484375) -> (0.999871540817,0.0160278454059) 13 FE dof 8 (0.0320571, -0.5) -> (0.999486206859,0.0320517801447) 14 FE dof 9 (0.0320571, -0.484375) -> (0.999486210232,0.0320516282637) 15 FE dof 10 (0.0480856, -0.5) -> (0.998844111703,0.04806697035) 19 FE dof 12798 (3.12556, 0.46875) -> (-0.99987154389,0.0160278185923) 109 FE dof 2490 (0.0484165, 0.45) -> (1.04736921623,0.22673662247) [all …]
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H A D | unit_GaussSolver.res | 40 FE dof 1 (0.5, 0) -> 1 41 FE dof 2 (0, 0.5) -> 1 42 FE dof 3 (0, 0) -> 1 43 FE dof 4 (0.5, 0.5) -> 1 44 FE dof 5 (1, 0) -> 1 45 FE dof 6 (1, 0.5) -> 1 46 FE dof 7 (0, 1) -> 1 47 FE dof 8 (0.5, 1) -> 1 48 FE dof 9 (1, 1) -> 1 174 FE dof 1 (0.5, 0) -> 1 [all …]
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H A D | unit_EssentialCondition.res | 96 FE dof 25253 (3.14159, -0.49) -> 0.0133333333333 98 FE dof 25454 (3.14159, -0.47) -> 0.0133333333333 100 FE dof 25651 (3.14159, -0.45) -> 0.0133333333333 102 FE dof 25844 (3.14159, -0.43) -> 0.0133333333333 104 FE dof 26033 (3.14159, -0.41) -> 0.0133333333333 106 FE dof 26218 (3.14159, -0.39) -> 0.0133333333333 108 FE dof 26399 (3.14159, -0.37) -> 0.0133333333333 110 FE dof 26576 (3.14159, -0.35) -> 0.0133333333333 112 FE dof 26749 (3.14159, -0.33) -> 0.0133333333333 114 FE dof 26918 (3.14159, -0.31) -> 0.0133333333333 [all …]
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/dports/math/xtensor/xtensor-0.24.0/include/xtensor/ |
H A D | xoptional_assembly_storage.hpp | 27 template <class VE, class FE> 117 FE m_has_value; 120 template <class VE, class FE> 123 template <class VE, class FE> 126 template <class VE, class FE> 129 template <class VE, class FE> 132 template <class VE, class FE> 135 template <class VE, class FE> 138 template <class VE, class FE> 211 template <class VE, class FE> [all …]
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H A D | xoptional_assembly.hpp | 24 template <class VE, class FE> 27 template <class VE, class FE> 38 template <class VE, class FE> 60 template <class VE, class FE> 272 template <class VE, class FE> 284 template <class VE, class FE> 297 template <class VE, class FE> 308 template <class VE, class FE> 321 template <class VE, class FE> 332 template <class VE, class FE> [all …]
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/dports/math/libmesh/libmesh-1.6.2/include/fe/ |
H A D | fe_macro.h | 29 template Point FE<_dim, _type>::map(const Elem *, const Point &); \ 30 template Point FE<_dim, _type>::map_xi(const Elem *, const Point &); \ 31 template Point FE<_dim, _type>::map_eta(const Elem *, const Point &); \ 32 template Point FE<_dim, _type>::map_zeta(const Elem *, const Point &); \ 37 template Point FE<2, SUBDIVISION>::map(const Elem *, const Point &); \ 40 template Point FE<2, SUBDIVISION>::map_zeta(const Elem *, const Point &) 45 template FE<2,SUBDIVISION>::FE(const FEType & fet); \ 46 template unsigned int FE<2,SUBDIVISION>::n_shape_functions () const; \ 57 template FE<2,SUBDIVISION>::FE(const FEType & fet); \ 81 template class FE< (_dim), MONOMIAL_VEC> [all …]
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/dports/lang/asis/asis-gpl-2016-src/asis/ |
H A D | a4g-queries.adb | 1046 function FE subprogspec 1049 function FE subprogspec 1052 function FE subprogspec 1055 function FE subprogspec 1058 function FE subprogspec 1077 end FE; 1087 end FE; 1098 end FE; 1108 end FE; 1120 end FE; [all …]
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/dports/science/qmcpack/qmcpack-3.11.0/tests/converter/test_HDF5_FeCO6/ |
H A D | FeCO6.out | 219 FE 41425 1 FE 1 S .108366 41426 2 FE 1 S .394152 41427 3 FE 1 S -.041557 41428 4 FE 1 S -.020748 41429 5 FE 1 S -.049098 41430 6 FE 1 X .000000 41431 7 FE 1 Y .000000 41432 8 FE 1 Z .000000 41433 9 FE 1 X -.000001 [all …]
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/dports/science/qmcpack/qmcpack-3.11.0/tests/molecules/FeCO6_b3lyp_gms/gamess/ |
H A D | FeCO6.out | 219 FE 41356 1 FE 1 S .108366 41357 2 FE 1 S .394154 41358 3 FE 1 S -.041557 41359 4 FE 1 S -.020748 41360 5 FE 1 S -.049099 41361 6 FE 1 X -.000001 41362 7 FE 1 Y .000000 41363 8 FE 1 Z .000000 41364 9 FE 1 X -.000001 [all …]
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/dports/math/libmesh/libmesh-1.6.2/src/fe/ |
H A D | fe_monomial_vec.C | 692 return FE<0, MONOMIAL>::n_dofs(t, o); in n_dofs() 698 return FE<1, MONOMIAL>::n_dofs(t, o); in n_dofs() 704 return 2 * FE<2, MONOMIAL>::n_dofs(t, o); in n_dofs() 710 return 3 * FE<3, MONOMIAL>::n_dofs(t, o); in n_dofs() 766 FE<0, MONOMIAL_VEC>::get_continuity() const in get_continuity() 772 FE<1, MONOMIAL_VEC>::get_continuity() const in get_continuity() 778 FE<2, MONOMIAL_VEC>::get_continuity() const in get_continuity() 792 FE<0, MONOMIAL_VEC>::is_hierarchic() const in is_hierarchic() 798 FE<1, MONOMIAL_VEC>::is_hierarchic() const in is_hierarchic() 804 FE<2, MONOMIAL_VEC>::is_hierarchic() const in is_hierarchic() [all …]
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H A D | fe_scalar.C | 58 void FE<0,SCALAR>::nodal_soln(const Elem * elem, in nodal_soln() 65 void FE<1,SCALAR>::nodal_soln(const Elem * elem, in nodal_soln() 72 void FE<2,SCALAR>::nodal_soln(const Elem * elem, in nodal_soln() 79 void FE<3,SCALAR>::nodal_soln(const Elem * elem, in nodal_soln() 113 template <> bool FE<0,SCALAR>::is_hierarchic() const { return false; } in is_hierarchic() 114 template <> bool FE<1,SCALAR>::is_hierarchic() const { return false; } in is_hierarchic() 115 template <> bool FE<2,SCALAR>::is_hierarchic() const { return false; } in is_hierarchic() 116 template <> bool FE<3,SCALAR>::is_hierarchic() const { return false; } in is_hierarchic() 122 void FE<2,SCALAR>::compute_constraints (DofConstraints &, in compute_constraints() 129 void FE<3,SCALAR>::compute_constraints (DofConstraints &, in compute_constraints() [all …]
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H A D | fe_rational.C | 119 void FE<0,RATIONAL_BERNSTEIN>::nodal_soln(const Elem * elem, in nodal_soln() 126 void FE<1,RATIONAL_BERNSTEIN>::nodal_soln(const Elem * elem, in nodal_soln() 133 void FE<2,RATIONAL_BERNSTEIN>::nodal_soln(const Elem * elem, in nodal_soln() 140 void FE<3,RATIONAL_BERNSTEIN>::nodal_soln(const Elem * elem, in nodal_soln() 148 template <> unsigned int FE<0,RATIONAL_BERNSTEIN>::n_dofs(const ElemType t, const Order o) { return… in n_dofs() 149 template <> unsigned int FE<1,RATIONAL_BERNSTEIN>::n_dofs(const ElemType t, const Order o) { return… in n_dofs() 150 template <> unsigned int FE<2,RATIONAL_BERNSTEIN>::n_dofs(const ElemType t, const Order o) { return… in n_dofs() 151 template <> unsigned int FE<3,RATIONAL_BERNSTEIN>::n_dofs(const ElemType t, const Order o) { return… in n_dofs() 160 template <> unsigned int FE<0,RATIONAL_BERNSTEIN>::n_dofs_per_elem(const ElemType t, const Order o)… in n_dofs_per_elem() 161 template <> unsigned int FE<1,RATIONAL_BERNSTEIN>::n_dofs_per_elem(const ElemType t, const Order o)… in n_dofs_per_elem() [all …]
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H A D | fe_nedelec_one.C | 394 void FE<0,NEDELEC_ONE>::nodal_soln(const Elem *, in nodal_soln() 401 void FE<1,NEDELEC_ONE>::nodal_soln(const Elem *, in nodal_soln() 408 void FE<2,NEDELEC_ONE>::nodal_soln(const Elem * elem, in nodal_soln() 415 void FE<3,NEDELEC_ONE>::nodal_soln(const Elem * elem, in nodal_soln() 455 template <> bool FE<2,NEDELEC_ONE>::is_hierarchic() const { return false; } in is_hierarchic() 456 template <> bool FE<3,NEDELEC_ONE>::is_hierarchic() const { return false; } in is_hierarchic() 461 template <> bool FE<2,NEDELEC_ONE>::shapes_need_reinit() const { return true; } in shapes_need_reinit() 466 void FE<0,NEDELEC_ONE>::compute_constraints (DofConstraints &, in compute_constraints() 473 void FE<1,NEDELEC_ONE>::compute_constraints (DofConstraints &, in compute_constraints() 480 void FE<2,NEDELEC_ONE>::compute_constraints (DofConstraints & constraints, in compute_constraints() [all …]
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H A D | fe_bernstein_shape_3D.C | 38 Real FE<3,BERNSTEIN>::shape(const Elem * elem, in shape() 105 return (FE<1,BERNSTEIN>::shape(EDGE3, totalorder, i0[i], xi)* in shape() 1375 Real FE<3,BERNSTEIN>::shape(const ElemType, in shape() 1386 Real FE<3,BERNSTEIN>::shape(const FEType fet, in shape() 1392 return FE<3,BERNSTEIN>::shape(elem, fet.order, i, p, add_p_level); in shape() 1396 Real FE<3,BERNSTEIN>::shape_deriv(const Elem * elem, in shape_deriv() 2964 Real FE<3,BERNSTEIN>::shape_deriv(const ElemType, in shape_deriv() 2975 Real FE<3,BERNSTEIN>::shape_deriv(const FEType fet, in shape_deriv() 2991 Real FE<3,BERNSTEIN>::shape_second_deriv(const Elem * elem, in shape_second_deriv() 3088 Real FE<3,BERNSTEIN>::shape_second_deriv(const ElemType, in shape_second_deriv() [all …]
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H A D | fe_l2_hierarchic.C | 142 void FE<0,L2_HIERARCHIC>::nodal_soln(const Elem * elem, in nodal_soln() 149 void FE<1,L2_HIERARCHIC>::nodal_soln(const Elem * elem, in nodal_soln() 156 void FE<2,L2_HIERARCHIC>::nodal_soln(const Elem * elem, in nodal_soln() 163 void FE<3,L2_HIERARCHIC>::nodal_soln(const Elem * elem, in nodal_soln() 195 template <> bool FE<0,L2_HIERARCHIC>::is_hierarchic() const { return true; } in is_hierarchic() 196 template <> bool FE<1,L2_HIERARCHIC>::is_hierarchic() const { return true; } in is_hierarchic() 197 template <> bool FE<2,L2_HIERARCHIC>::is_hierarchic() const { return true; } in is_hierarchic() 198 template <> bool FE<3,L2_HIERARCHIC>::is_hierarchic() const { return true; } in is_hierarchic() 203 void FE<2,L2_HIERARCHIC>::compute_constraints (DofConstraints &, in compute_constraints() 210 void FE<3,L2_HIERARCHIC>::compute_constraints (DofConstraints &, in compute_constraints() [all …]
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/dports/math/fricas/fricas-1.3.7/src/algebra/ |
H A D | mrv_limit.spad | 56 mrv_limit : (FE, EQ FE, String) -> RESULT 59 mrv_limit : (FE, SY, FE, String) -> RESULT 61 mrv_normalize : (FE, Symbol, STATE_REC) -> FE 77 mrv_rewrite0 : (FE, List K, List FE, FE) -> FE 145 ss = 1 => pi()$FE/(2::FE) - atan(1$FE/arg1) 146 -pi()$FE/(2::FE) -atan(1$FE/arg1) 313 res_c : List FE := [1::FE] 340 mrv_rewrite1(e : FE, lx : List K, ly : List FE) : FE == 357 mrv_rewrite0(e : FE, lx : List K, lc : List FE, x00 : FE) : FE == 500 et : FE := eval(e, vK, retract(a)@FE - inv(vK::FE)) [all …]
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H A D | expr2ups.spad | 50 taylor : (FE, EQ FE) -> Any 53 taylor : (FE, EQ FE, NNI) -> Any 69 laurent : (FE, EQ FE) -> Any 72 laurent : (FE, EQ FE, I) -> Any 87 puiseux : (FE, EQ FE) -> Any 90 puiseux : (FE, EQ FE, RN) -> Any 106 series : (FE, EQ FE) -> Any 109 series : (FE, EQ FE, RN) -> Any 115 performSubstitution : (FE, SY, FE) -> FE 121 iTaylor : (FE, SY, FE) -> Any [all …]
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/dports/cad/z88/Z88OS-15/examples/b2/ |
H A D | z88x.dxf | 1898 FE 1 4 1914 FE 2 4 1930 FE 3 4 1946 FE 4 4 1962 FE 5 4 1978 FE 6 4 1994 FE 7 4 2010 FE 8 4 2026 FE 9 4 2042 FE 10 4 [all …]
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/dports/math/mfem/mfem-4.3/fem/ |
H A D | tfespace.hpp | 39 template <typename FE> 47 typedef FE FE_type; 394 void Assemble(const TMatrix<FE::dofs,FE::dofs,vcomplex_t> &m, in Assemble() 399 MFEM_FLOPS_ADD(FE::dofs*FE::dofs); in Assemble() 416 const TMatrix<FE::dofs,FE::dofs,vcomplex_t> &m, in AssembleBlock() 421 MFEM_FLOPS_ADD(FE::dofs*FE::dofs); in AssembleBlock() 439 template <typename FE> 441 : public TFiniteElementSpace_simple<FE,ElementDofIndexer<FE> > 444 typedef FE FE_type; 510 : public TFiniteElementSpace_simple<FE,DGIndexer<FE> > [all …]
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/dports/math/hpcombi/HPCombi-0.0.6/examples/ |
H A D | Trans.cpp | 57 const uint8_t FE = 0xfe; variable 65 res.set_empty_key({FE, FE, FE, FE, FE, FE, FE, FE, FE, FE, FE, FE, FE, FE, FE, FE}); in main()
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/dports/math/gap/gap-4.11.0/pkg/semigroups-3.2.3/libsemigroups/extern/HPCombi/examples/ |
H A D | Trans.cpp | 57 const uint8_t FE = 0xfe; variable 65 res.set_empty_key({FE, FE, FE, FE, FE, FE, FE, FE, FE, FE, FE, FE, FE, FE, FE, FE}); in main()
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