/dports/science/v_sim/v_sim-3.8.0/src/extensions/ |
H A D | rings.c | 632 tBC[0] = tBC[0] + 1.; in initDrawCoord() 634 tBC[0] = tBC[0] - 1.; in initDrawCoord() 636 tBC[1] = tBC[1] + 1.; in initDrawCoord() 644 tBC[0],tBC[1],tBC[2]); in initDrawCoord() 764 tBC[0] = tBC[0] + 1.; in initDrawCoord() 766 tBC[0] = tBC[0] - 1.; in initDrawCoord() 768 tBC[1] = tBC[1] + 1.; in initDrawCoord() 770 tBC[1] = tBC[1] - 1.; in initDrawCoord() 772 tBC[2] = tBC[2] + 1.; in initDrawCoord() 774 tBC[2] = tBC[2] - 1.; in initDrawCoord() [all …]
|
/dports/math/gap/gap-4.11.0/pkg/ExamplesForHomalg-2019.09.02/examples/ |
H A D | SpectralCosequence.g | 16 tBC := TransposedBicomplex( BC ); 18 II_E := HomalgSpectralSequence( 2, tBC );
|
H A D | SpectralSequence.g | 22 tBC := TransposedBicomplex( BC ); 24 II_E := HomalgSpectralSequence( 2, tBC );
|
H A D | Grothendieck-SpectralCosequence.g | 22 tBC := TransposedBicomplex( BC ); 24 II_E := HomalgSpectralSequence( 2, tBC );
|
H A D | A3_AsDifferentialObject.g | 34 tBC := TransposedBicomplex( BC ); 36 II_E0 := HomalgBigradedObject( tBC );
|
H A D | AsDifferentialObject.g | 34 tBC := TransposedBicomplex( BC ); 36 II_E0 := HomalgBigradedObject( tBC );
|
H A D | WhySpectral.g | 51 tBC := TransposedBicomplex( BC );
|
/dports/math/gap/gap-4.11.0/pkg/homalg-2019.09.01/examples/ |
H A D | SpectralCosequence.g | 18 tBC := TransposedBicomplex( BC ); 20 II_E := HomalgSpectralSequence( 2, tBC );
|
H A D | SpectralSequence.g | 24 tBC := TransposedBicomplex( BC ); 26 II_E := HomalgSpectralSequence( 2, tBC );
|
H A D | Grothendieck-SpectralCosequence.g | 24 tBC := TransposedBicomplex( BC ); 26 II_E := HomalgSpectralSequence( 2, tBC );
|
H A D | WhySpectral.g | 49 tBC := TransposedBicomplex( BC );
|
/dports/math/gap/gap-4.11.0/pkg/Modules-2019.09.02/examples/ |
H A D | SpectralCosequence.g | 18 tBC := TransposedBicomplex( BC ); 20 II_E := HomalgSpectralSequence( 2, tBC );
|
H A D | Grothendieck-SpectralCosequence.g | 24 tBC := TransposedBicomplex( BC ); 26 II_E := HomalgSpectralSequence( 2, tBC );
|
H A D | SpectralSequence.g | 24 tBC := TransposedBicomplex( BC ); 26 II_E := HomalgSpectralSequence( 2, tBC );
|
H A D | BC.g | 23 tBC := TransposedBicomplex( BC );
|
H A D | BCt.g | 23 tBC := TransposedBicomplex( BC );
|
H A D | WhySpectral.g | 49 tBC := TransposedBicomplex( BC );
|
/dports/lang/go-devel/go-becaeea1199b875bc24800fa88f2f4fea119bf78/src/cmd/internal/obj/ppc64/ |
H A D | asm_test.go | 239 `0x20030 131120\s\(.*\)\tBC\t\$4,\sR\?\?\?2,\s131128`, 242 `0x0000 00000\s\(.*\)\tBC\t\$4,\sR\?\?\?2,\s8`, 247 `0x20030 131120\s\(.*\)\tBC\t\$12,\sR\?\?\?2,\s131128`, 250 `0x0000 00000\s\(.*\)\tBC\t\$12,\sR\?\?\?2,\s8`, 255 `0x20030 131120\s\(.*\)\tBC\t\$18,\s131128`, 258 `0x0000 00000\s\(.*\)\tBC\t\$18,\s8`, 262 `0x20030 131120\s\(.*\)\tBC\t\$16,\s131128`, 265 `0x0000 00000\s\(.*\)\tBC\t\$16,\s8`, 270 `0x20034 131124\s\(.*\)\tBC\t\$8,\sR0,\s131132`, 274 `0x0000 00000\s\(.*\)\tBC\t\$8,\sR0,\s8`,
|
/dports/math/gap/gap-4.11.0/pkg/homalg-2019.09.01/gap/ |
H A D | SpectralSequences.gi | 389 local tBC, tE, E; 394 tBC := TransposedBicomplex( BC ); 398 …tE := HomalgSpectralSequence( r, tBC ); ## enforce computation till the r-th sheet, even if things… 515 local tBC, q_degrees, II_E; 517 tBC := TransposedBicomplex( BC ); 523 …return SpectralSequenceWithFiltrationOfCollapsedToZeroTransposedSpectralSequence( tBC, r, a, p_ran… 525 II_E := SpectralSequenceWithFiltrationOfTotalDefects( tBC, a, p_range );
|
H A D | HomalgBicomplex.gi | 767 ## gap> tBC := TransposedBicomplex( BC ); 770 ## gap> Display( tBC );
|
/dports/math/fflas-ffpack/fflas-ffpack-2.4.3/tests/ |
H A D | test-permutations.C | 31 Givaro::Timer tperm, tgemm, tBC, ttrsm,trest,timtot; variable
|
H A D | test-lu.C | 53 Givaro::Timer tperm, tgemm, tBC, ttrsm,trest,timtot; variable
|
/dports/math/freefem++/FreeFem-sources-4.6/src/bamglib/ |
H A D | Metric.cpp | 488 Triangle *tBC = triangles[i].TriangleAdj(OppositeEdge[0]); in IntersectConsMetric() local 587 if (!tBC || !tBC->link) nBC = O; in IntersectConsMetric()
|
/dports/cad/gmsh/gmsh-4.9.2-source/contrib/bamg/bamglib/ |
H A D | Metric.cpp | 532 Triangle *tBC = triangles[i].TriangleAdj(OppositeEdge[0]); in IntersectConsMetric() local 636 if ( ! tBC || ! tBC->link ) nBC = O; in IntersectConsMetric()
|
/dports/math/freefem++/FreeFem-sources-4.6/src/fflib/ |
H A D | problem.hpp | 1359 aType tBC ; member in FreeFempp::TypeVarForm 1373 tBC( atype<const BC_set *>()) in TypeVarForm()
|