| /dports/math/topcom/topcom-0.17.8/examples/ |
| H A D | cyclic_13_7.result | 20 3 new symmetry classes.
21 8 new symmetry classes.
22 19 new symmetry classes.
23 45 new symmetry classes.
25 96 new symmetry classes.
28 190 new symmetry classes.
33 348 new symmetry classes.
40 613 new symmetry classes.
51 1017 new symmetry classes.
68 1629 new symmetry classes.
[all …]
|
| H A D | cyclic_13_6.result | 30 3 new symmetry classes.
31 11 new symmetry classes.
32 29 new symmetry classes.
34 79 new symmetry classes.
37 178 new symmetry classes.
41 377 new symmetry classes.
50 746 new symmetry classes.
65 1413 new symmetry classes.
91 2556 new symmetry classes.
137 4496 new symmetry classes.
[all …]
|
| H A D | cube_4_dual_reg.results | 21 2 new symmetry classes.
22 3 new symmetry classes.
23 5 new symmetry classes.
24 9 new symmetry classes.
25 15 new symmetry classes.
26 23 new symmetry classes.
27 36 new symmetry classes.
29 56 new symmetry classes.
31 74 new symmetry classes.
33 93 new symmetry classes.
[all …]
|
| H A D | lattice_4_4.result | 8 computing closure of symmetry generators ...
19 count all symmetry classes of triangulations ...
22 100 symmetry classes of triangulations so far --- 87 currently stored.
23 200 symmetry classes of triangulations so far --- 170 currently stored.
25 300 symmetry classes of triangulations so far --- 241 currently stored.
26 400 symmetry classes of triangulations so far --- 330 currently stored.
27 500 symmetry classes of triangulations so far --- 416 currently stored.
28 600 symmetry classes of triangulations so far --- 501 currently stored.
29 700 symmetry classes of triangulations so far --- 584 currently stored.
3548 351157 symmetry classes.
[all …]
|
| /dports/math/GiNaC/ginac-1.8.2/ginac/ |
| H A D | symmetry.h | 117 inline symmetry sy_none(const symmetry &c1, const symmetry &c2) { return symmetry(symmetry::none, c… in sy_none()
118 inline symmetry sy_none(const symmetry &c1, const symmetry &c2, const symmetry &c3) { return symmet… in sy_none()
119 inline symmetry sy_none(const symmetry &c1, const symmetry &c2, const symmetry &c3, const symmetry … in sy_none()
122 inline symmetry sy_symm(const symmetry &c1, const symmetry &c2) { return symmetry(symmetry::symmetr… in sy_symm()
123 inline symmetry sy_symm(const symmetry &c1, const symmetry &c2, const symmetry &c3) { return symmet… in sy_symm()
124 inline symmetry sy_symm(const symmetry &c1, const symmetry &c2, const symmetry &c3, const symmetry … in sy_symm()
128 inline symmetry sy_anti(const symmetry &c1, const symmetry &c2, const symmetry &c3) { return symmet… in sy_anti()
129 inline symmetry sy_anti(const symmetry &c1, const symmetry &c2, const symmetry &c3, const symmetry … in sy_anti()
132 inline symmetry sy_cycl(const symmetry &c1, const symmetry &c2) { return symmetry(symmetry::cyclic,… in sy_cycl()
133 inline symmetry sy_cycl(const symmetry &c1, const symmetry &c2, const symmetry &c3) { return symmet… in sy_cycl()
[all …]
|
| H A D | symmetry.cpp | 61 symmetry::symmetry() : type(none) in symmetry() function in GiNaC::symmetry
70 symmetry::symmetry(unsigned i) : type(none) in symmetry() function in GiNaC::symmetry
76 symmetry::symmetry(symmetry_type t, const symmetry &c1, const symmetry &c2) : type(t) in symmetry() function in GiNaC::symmetry
99 add(ex_to<symmetry>(e)); in read_archive()
145 const symmetry &othersymm = ex_to<symmetry>(other); in compare_same_type()
289 symmetry &symmetry::add(const symmetry &c) in add()
358 static ex s = dynallocate<symmetry>(symmetry::symmetric, index0(), index1()); in symmetric2()
376 static ex s = dynallocate<symmetry>(symmetry::antisymmetric, index0(), index1()); in antisymmetric2()
403 …auto ait = ex_to<symmetry>(lh).indices.begin(), aitend = ex_to<symmetry>(lh).indices.end(), bit = … in operator ()()
429 …auto ait = ex_to<symmetry>(lh).indices.begin(), aitend = ex_to<symmetry>(lh).indices.end(), bit = … in operator ()()
[all …]
|
| /dports/science/gabedit/GabeditSrc251_300720/src/Symmetry/ |
| H A D | SymmetryGabedit.c | 126 symmetry->findSymmetryElements(symmetry); in findAllPointGroups()
127 symmetry->printElementResults(symmetry); in findAllPointGroups()
128 symmetry->findPointGroups(symmetry); in findAllPointGroups()
188 symmetry->findInversionCenter(symmetry); in findSymmetryElements()
192 symmetry->findProperRotationAxes(symmetry); in findSymmetryElements()
193 symmetry->findImproperRotationAxes(symmetry); in findSymmetryElements()
194 symmetry->findReflectionPlanes(symmetry); in findSymmetryElements()
776 …symmetry->rotations.set(&symmetry->rotations, symmetry->rotations.indexOf(&symmetry->rotations, &r… in getAtomRotations()
817 …symmetry->rotations.set(&symmetry->rotations, symmetry->rotations.indexOf(&symmetry->rotations, &r… in getMidpointRotations()
888 …symmetry->rotations.set(&symmetry->rotations, symmetry->rotations.indexOf(&symmetry->rotations, &r… in getFaceRotations()
[all …]
|
| H A D | SymmetryGabedit.h | 58 void (*findReflectionPlanes) (Symmetry* symmetry);
60 void (*findSymmetryElements) (Symmetry* symmetry);
61 void (*findPointGroups) (Symmetry* symmetry);
62 void (*findInversionCenter) (Symmetry* symmetry);
63 void (*free) (Symmetry* symmetry);
64 void (*clear) (Symmetry* symmetry);
65 PointGroups (*getPointGroups)(Symmetry* symmetry);
66 Elements (*getElements)(Symmetry* symmetry);
67 SMolecule (*getMolecule)(Symmetry* symmetry);
70 void (*printElementResults)(Symmetry* symmetry);
[all …]
|
| /dports/science/v_sim/v_sim-3.8.0/lib/plug-ins/msym/ |
| H A D | sym.c | 357 if (symmetry->priv->ctx) in _releaseContext()
363 if (symmetry->priv->syms) in _releaseContext()
387 if (!symmetry->priv->data || !symmetry->priv->nodes || in _setContext()
460 if (symmetry->priv->data) in visu_mol_symmetry_setData()
462 g_signal_handler_disconnect(symmetry->priv->data, symmetry->priv->popInc); in visu_mol_symmetry_setData()
463 g_signal_handler_disconnect(symmetry->priv->data, symmetry->priv->popDec); in visu_mol_symmetry_setData()
464 g_signal_handler_disconnect(symmetry->priv->data, symmetry->priv->posChg); in visu_mol_symmetry_setData()
505 _setContext(symmetry); in visu_mol_symmetry_setNodes()
574 _compute(symmetry); in _groupLabel()
808 _symmetrise(symmetry); in _positionChanged()
[all …]
|
| /dports/science/quantum-espresso/q-e-qe-6.7.0/PP/examples/exx_scf_bands_example/reference/ |
| H A D | si.bands.out | 39 high-symmetry point: -0.2500 0.2500 0.2500 x coordinate 0.0000
40 high-symmetry point: 0.2500-0.2500 0.7500 x coordinate 0.8660
41 high-symmetry point: 0.0000 1.0000 1.0000 x coordinate 2.1651
42 high-symmetry point: -0.5000 0.5000 0.5000 x coordinate 3.0311
43 high-symmetry point: -0.5000 1.5000 0.5000 x coordinate 4.0311
44 high-symmetry point: 0.5000 1.5000 0.5000 x coordinate 4.0311
45 high-symmetry point: -0.5000 0.5000 0.5000 x coordinate 5.4453
46 high-symmetry point: 0.5000 0.5000 1.5000 x coordinate 5.4453
47 high-symmetry point: 0.0000 0.0000 1.0000 x coordinate 6.3113
48 high-symmetry point: 0.0000 1.0000 1.0000 x coordinate 7.3113
[all …]
|
| /dports/science/py-ase/ase-3.22.0/ase/spacegroup/ |
| H A D | spacegroup.dat | 14 1 symmetry operations (rot+trans)
30 1 symmetry operations (rot+trans)
46 2 symmetry operations (rot+trans)
63 2 symmetry operations (rot+trans)
80 2 symmetry operations (rot+trans)
97 2 symmetry operations (rot+trans)
115 2 symmetry operations (rot+trans)
133 2 symmetry operations (rot+trans)
150 2 symmetry operations (rot+trans)
167 2 symmetry operations (rot+trans)
[all …]
|
| /dports/science/berkeleygw/BGW-2.0.0/MeanField/spglib-1.0.9/ |
| H A D | hall_symbol.c | 2236 symmetry, in is_hall_symbol_cubic()
2265 symmetry, in is_hall_symbol_cubic()
2274 symmetry, in is_hall_symbol_cubic()
2283 symmetry, in is_hall_symbol_cubic()
2307 symmetry, in is_hall_symbol_hexa()
2329 symmetry, in is_hall_symbol_trigonal()
2352 symmetry, in is_hall_symbol_rhombo()
2377 symmetry, in is_hall_symbol_tetra()
2386 symmetry, in is_hall_symbol_tetra()
2412 symmetry, in is_hall_symbol_ortho()
[all …]
|
| H A D | spacegroup.c | 27 SPGCONST Symmetry * symmetry,
33 SPGCONST Symmetry * symmetry,
98 Symmetry *symmetry; in get_spacegroup() local
103 if ( symmetry->size == 0 ) { in get_spacegroup()
114 symmetry, in get_spacegroup()
173 symmetry, in get_hall_number()
226 symmetry ); in get_hall_number_local()
274 Symmetry *symmetry; in get_conventional_symmetry() local
336 symmetry->rot[j] ); in get_conventional_symmetry()
369 symmetry->trans[i][1], symmetry->trans[i][2]); in get_conventional_symmetry()
[all …]
|
| H A D | pointgroup.c | 314 const Symmetry * symmetry );
320 const Symmetry * symmetry );
324 const Symmetry * symmetry );
326 const Symmetry * symmetry );
332 const Symmetry * symmetry,
335 const Symmetry * symmetry,
509 laue2m( axes, symmetry ); in get_axes()
546 const Symmetry * symmetry ) in laue2m() argument
644 const Symmetry * symmetry ) in laue4m() argument
767 const Symmetry * symmetry ) in laue3() argument
[all …]
|
| /dports/science/madness/madness-ebb3fd7/src/apps/polar/ |
| H A D | calcguess.nw | 18 geometry ; H 0 0 0; symmetry d2h; end
22 geometry ; He 0 0 0; symmetry d2h; end
26 geometry ; Li 0 0 0; symmetry d2h; end
30 geometry ; Be 0 0 0; symmetry d2h; end
34 geometry ; B 0 0 0; symmetry d2h; end
38 geometry ; C 0 0 0; symmetry d2h; end
42 geometry ; N 0 0 0; symmetry d2h; end
46 geometry ; O 0 0 0; symmetry d2h; end
50 geometry ; F 0 0 0; symmetry d2h; end
54 geometry ; Ne 0 0 0; symmetry d2h; end
[all …]
|
| /dports/science/madness/madness-ebb3fd7/src/apps/moldft/ |
| H A D | calcguess.nw | 18 geometry ; H 0 0 0; symmetry d2h; end
22 geometry ; He 0 0 0; symmetry d2h; end
26 geometry ; Li 0 0 0; symmetry d2h; end
30 geometry ; Be 0 0 0; symmetry d2h; end
34 geometry ; B 0 0 0; symmetry d2h; end
38 geometry ; C 0 0 0; symmetry d2h; end
42 geometry ; N 0 0 0; symmetry d2h; end
46 geometry ; O 0 0 0; symmetry d2h; end
50 geometry ; F 0 0 0; symmetry d2h; end
54 geometry ; Ne 0 0 0; symmetry d2h; end
[all …]
|
| /dports/science/py-spglib/spglib-1.16.2/src/ |
| H A D | hall_symbol.c | 1668 symmetry, in is_hall_symbol_cubic()
1679 symmetry, in is_hall_symbol_cubic()
1690 symmetry, in is_hall_symbol_cubic()
1716 symmetry, in is_hall_symbol_hexa()
1738 symmetry, in is_hall_symbol_trigonal()
1768 symmetry, in is_hall_symbol_rhombo()
1780 symmetry, in is_hall_symbol_rhombo()
1805 symmetry, in is_hall_symbol_tetra()
1816 symmetry, in is_hall_symbol_tetra()
1841 symmetry, in is_hall_symbol_ortho()
[all …]
|
| /dports/science/gabedit/GabeditSrc251_300720/spglib/ |
| H A D | hall_symbol.c | 1667 symmetry, in is_hall_symbol_cubic()
1678 symmetry, in is_hall_symbol_cubic()
1689 symmetry, in is_hall_symbol_cubic()
1712 symmetry, in is_hall_symbol_hexa()
1734 symmetry, in is_hall_symbol_trigonal()
1764 symmetry, in is_hall_symbol_rhombo()
1776 symmetry, in is_hall_symbol_rhombo()
1801 symmetry, in is_hall_symbol_tetra()
1812 symmetry, in is_hall_symbol_tetra()
1837 symmetry, in is_hall_symbol_ortho()
[all …]
|
| /dports/science/octopus/octopus-10.5/external_libs/spglib-1.9.9/src/ |
| H A D | hall_symbol.c | 1568 symmetry, in find_hall_symbol()
1667 symmetry, in is_hall_symbol_cubic()
1678 symmetry, in is_hall_symbol_cubic()
1689 symmetry, in is_hall_symbol_cubic()
1764 symmetry, in is_hall_symbol_rhombo()
1776 symmetry, in is_hall_symbol_rhombo()
1801 symmetry, in is_hall_symbol_tetra()
1812 symmetry, in is_hall_symbol_tetra()
1837 symmetry, in is_hall_symbol_ortho()
1848 symmetry, in is_hall_symbol_ortho()
[all …]
|
| /dports/science/spglib/spglib-1.16.2/src/ |
| H A D | hall_symbol.c | 1668 symmetry, in is_hall_symbol_cubic()
1679 symmetry, in is_hall_symbol_cubic()
1690 symmetry, in is_hall_symbol_cubic()
1716 symmetry, in is_hall_symbol_hexa()
1738 symmetry, in is_hall_symbol_trigonal()
1768 symmetry, in is_hall_symbol_rhombo()
1780 symmetry, in is_hall_symbol_rhombo()
1805 symmetry, in is_hall_symbol_tetra()
1816 symmetry, in is_hall_symbol_tetra()
1841 symmetry, in is_hall_symbol_ortho()
[all …]
|
| /dports/graphics/xfractint/xfractint-20.04p16/common/ |
| H A D | frasetup.c | 177 symmetry = XYAXIS; in NewtonSetup()
179 symmetry = XAXIS; in NewtonSetup()
718 symmetry = NOSYM; in FnPlusFnSym()
731 symmetry = XAXIS; in LambdaTrigOrTrigSetup()
743 symmetry = NOSYM; in JuliaTrigOrTrigSetup()
745 symmetry = NOSYM; in JuliaTrigOrTrigSetup()
757 symmetry = NOSYM; in ManlamTrigOrTrigSetup()
759 symmetry = NOSYM; in ManlamTrigOrTrigSetup()
915 symmetry = ORIGIN; in JuliafnPlusZsqrdSetup()
936 symmetry = PI_SYM; in SqrTrigSetup()
[all …]
|
| /dports/science/PETSc/petsc-3.14.1/src/dm/dt/dualspace/impls/lagrange/tests/output/ |
| H A D | ex1_2_tensor_continuous_full.out | 9 Interior node symmetry matrix for orientation -4:
14 Interior node symmetry matrix for orientation -3:
19 Interior node symmetry matrix for orientation -2:
24 Interior node symmetry matrix for orientation -1:
29 Interior node symmetry matrix for orientation 0:
34 Interior node symmetry matrix for orientation 1:
39 Interior node symmetry matrix for orientation 2:
44 Interior node symmetry matrix for orientation 3:
72 Interior node symmetry matrix for orientation 0:
76 Interior node symmetry matrix for orientation 1:
[all …]
|
| H A D | ex1_2_tensor_continuous_trimmed.out | 35 Interior node symmetry matrix for orientation -4:
39 Interior node symmetry matrix for orientation -3:
43 Interior node symmetry matrix for orientation -2:
47 Interior node symmetry matrix for orientation -1:
51 Interior node symmetry matrix for orientation 0:
55 Interior node symmetry matrix for orientation 1:
59 Interior node symmetry matrix for orientation 2:
63 Interior node symmetry matrix for orientation 3:
115 Interior node symmetry matrix for orientation 0:
122 Interior node symmetry matrix for orientation 1:
[all …]
|
| H A D | ex1_2_simplex_continuous_full.out | 9 Interior node symmetry matrix for orientation -3:
14 Interior node symmetry matrix for orientation -2:
19 Interior node symmetry matrix for orientation -1:
24 Interior node symmetry matrix for orientation 0:
29 Interior node symmetry matrix for orientation 1:
34 Interior node symmetry matrix for orientation 2:
46 Interior node symmetry matrix for orientation -3:
50 Interior node symmetry matrix for orientation -2:
58 Interior node symmetry matrix for orientation 0:
62 Interior node symmetry matrix for orientation 1:
[all …]
|
| H A D | ex1_2_tensor_discontinuous_trimmed.out | 11 Interior node symmetry matrix for orientation -4:
18 Interior node symmetry matrix for orientation -3:
25 Interior node symmetry matrix for orientation -2:
32 Interior node symmetry matrix for orientation -1:
39 Interior node symmetry matrix for orientation 0:
46 Interior node symmetry matrix for orientation 1:
53 Interior node symmetry matrix for orientation 2:
60 Interior node symmetry matrix for orientation 3:
105 Interior node symmetry matrix for orientation 0:
112 Interior node symmetry matrix for orientation 1:
[all …]
|