| /dports/textproc/link-grammar/link-grammar-5.8.0/data/tr/ |
| H A D | 4.0.dict | 9 kırmızı şişman hasta kızgın güzel genç yasli iyi kötü hos üzücü mutlu aç siyah beyaz mavi yeşil mor…
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| /dports/textproc/libtre/tre-0.8.0/tests/agrep/ |
| H A D | records.ok | 274 …RN. [01;31mT[00mhe [01;31mT[00mhe [01;31mP[00mATTERN [01;31mF[00mor "^[01;31mF[00mrom
282 …RN. [01;31mT[00mhe [01;31mT[00mhe [01;31mP[00mATTERN [01;31mF[00mor "^[01;31mF[00mrom
298 …:193:0:0-1: [01;31mP[00mATTERN(standard input):206:0:0-1: [01;31mF[00mor(standard input):210…
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| /dports/sysutils/ansible2/ansible-2.9.27/lib/ansible/module_utils/ |
| H A D | vmware.py | 877 mor = self.content.viewManager.CreateContainerView(root_folder, [vim_type], True)
896 obj=mor,
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| /dports/sysutils/ansible2/ansible-2.9.27/lib/ansible/plugins/inventory/ |
| H A D | vmware_vm_inventory.py | 256 mor = self.content.viewManager.CreateContainerView(root_folder, [vim_type], True)
275 obj=mor,
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| /dports/sysutils/ansible/ansible-4.7.0/ansible_collections/community/vmware/plugins/module_utils/ |
| H A D | vmware.py | 1151 mor = self.content.viewManager.CreateContainerView(root_folder, [vim_type], True)
1170 obj=mor,
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| /dports/misc/uk-postcodes/uk-postcodes-2.2/ |
| H A D | uk.postcodes | 15208 Llannerch-y-mor :Flintshire :CH8
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| /dports/math/gap/gap-4.11.0/pkg/GeneralizedMorphismsForCAP-2019.01.16/gap/ |
| H A D | GeneralizedMorphismCategory.gi | 220 function( hull, mor )
225 AddToToDoList( ToDoListEntryWithContraposition( hull, i, true, mor, i, true ) );
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| H A D | GeneralizedMorphismCategoryByCospans.gi | 385 function( new_source, mor, new_range )
386 … GeneralizedMorphismByCospan( ApplyFunctor( F, Arrow( mor ) ), ApplyFunctor( F, ReversedArrow( mor…
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| /dports/math/gap/gap-4.11.0/pkg/MonoidalCategories-2019.06.07/gap/ |
| H A D | MonoidalCategoriesDerivedMethods.gi | 26 projection_list := List( projection_list, mor -> TensorProductOnMorphisms( id, mor ) );
47 injection_list := List( injection_list, mor -> TensorProductOnMorphisms( id, mor ) );
68 projection_list := List( projection_list, mor -> TensorProductOnMorphisms( mor, id ) );
89 injection_list := List( injection_list, mor -> TensorProductOnMorphisms( mor, id ) );
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| /dports/math/gap/gap-4.11.0/pkg/homalg-2019.09.01/gap/ |
| H A D | HomalgBicomplex.gi | 431 local bidegree, C, obj_p, mor;
449 if mor = fail then
454 return mor;
456 return -mor;
519 local bidegree, C, obj_p, mor;
537 if mor = fail then
542 return mor;
544 return -mor;
614 source, diff, mor;
637 if mor = fail then
[all …]
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| H A D | HomalgFunctor.gi | 1004 mor := Functor!.MorphismConstructor( mor, F_source, F_target );
1010 mor := phi;
1057 arg_all := [ arg_all, mor ];
1059 if not HasGenesis( mor ) then
1060 SetGenesis( mor, [ arg_all ] );
1062 Add( Genesis( mor ), arg_all );
1069 return mor;
1094 SetIsIsomorphism( mor, true );
1101 SetIsMorphism( mor, true );
1186 UpdateObjectsByMorphism( mor );
[all …]
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| H A D | Complexes.gi | 23 local degrees, mor, def;
38 def := Kernel( mor );
41 mor := AsATwoSequence( mor );
55 local degrees, mor, def;
73 mor := AsATwoSequence( mor );
1173 HZB := DefectOfExactnessSequence( mor[2], mor[1] );
1208 HZB := DefectOfExactnessSequence( mor[1], mor[2] );
1247 HZB := DefectOfExactnessSequence( mor[i], mor[i-1] );
1281 HZB := DefectOfExactnessSequence( mor[i-1], mor[i] );
1414 BZH := DefectOfExactnessCosequence( mor[i-1], mor[i] );
[all …]
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| H A D | HomalgMorphism.gi | 592 function( mor, emb )
595 entry := ToDoListEntry( [ [ mor, "IsMorphism", true ] ],
596 [ [ "IsMorphism( mor ) => IsMorphism( image embedding )",
597 [ emb, "IsMorphism", [ IsMorphism, mor ] ] ],
603 entry := ToDoListEntry( [ [ mor, "IsEpimorphism" ] ],
604 [ [ "IsEpimorphism( mor ) <=> IsIsomorphism( image embedding )",
605 [ emb, "IsIsomorphism", [ IsEpimorphism, mor ] ] ],
612 [ [ "IsIsomorphism( image embedding ) <=> IsEpimorphism( mor )",
613 [ mor, "IsEpimorphism", [ IsIsomorphism, emb ] ] ],
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| H A D | HomalgBigradedObject.gi | 557 mor := - mor / mor_v; ## generalized lift
558 mor := PreCompose( mor, mor_h[r] );
560 mor := mor / emb_target; ## generalized lift
562 Assert( 3, IsMorphism( mor ) );
563 SetIsMorphism( mor, true );
564 Er!.(String( [ p, q ] )) := mor;
594 mor := - mor / mor_v; ## generalized lift
595 mor := PreCompose( mor, mor_h[r] );
597 mor := mor / emb_target; ## generalized lift
599 Assert( 3, IsMorphism( mor ) );
[all …]
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| H A D | HomalgComplex.gi | 1251 local mor, deg, C, j;
1253 mor := MorphismsOfComplex( T );
1255 deg := DegreesOfChainMorphism( mor[1] );
1262 Add( C, CertainMorphism( mor[3], j ) );
1263 Add( C, CertainMorphism( mor[1], j ) );
1264 Add( C, CertainMorphism( mor[2], j ) );
1278 local mor, deg, C, j;
1280 mor := MorphismsOfComplex( T );
1282 deg := DegreesOfChainMorphism( mor[1] );
1290 Add( C, CertainMorphism( mor[1], j ) );
[all …]
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| H A D | HomalgSubobject.gi | 256 local mor;
258 mor := MorphismHavingSubobjectAsItsImage( I );
260 mor := Pullback( phi, mor );
262 return ImageSubobject( mor );
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| /dports/math/gap/gap-4.11.0/pkg/groupoids-1.68/lib/ |
| H A D | mwohom.gi | 166 local pieces, o2, m2, j, pj, h, mor;
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| H A D | gpdaut.gd | 11 #P IsGroupoidAutomorphism( <mor> )
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| H A D | gpdhom.gi | 242 function( mor, U )
248 rmor := Range( mor );
257 if ( HasIsInjective( mor ) and IsInjective( mor ) ) then
260 par := mor;
271 function( mor, U )
278 rmor := Range( mor );
306 function( mor, src )
312 mrng := Range( mor );
329 if ( HasIsInjective( mor ) and IsInjective( mor ) ) then
341 function( mor )
[all …]
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| H A D | gpdaut.gi | 36 SetIsInjectiveOnObjects( mor, true );
42 return mor;
64 local gpd1, gp, id, homs, mor, L;
78 return mor;
106 local gens, images, i, a, mor;
117 SetOrder( mor, Order( hom ) );
119 return mor;
213 return mor;
832 local pieces, n, isos, mor;
839 SetOrder( mor, Order( p ) );
[all …]
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| H A D | gpdhom.gd | 25 #P IsGroupoidEndomorphism( <mor> )
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| /dports/math/gap/gap-4.11.0/pkg/groupoids-1.68/ |
| H A D | CHANGES.md | 461 this includes replacing "mor" by "map" in filenames;
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| /dports/math/gap/gap-4.11.0/pkg/groupoids-1.68/tst/extra/ |
| H A D | subgpds.tst | 22 gap> mor := GroupoidHomomorphism( Gs4, Hs4, iso,
27 gap> ia := ImageElm( mor, a );
37 gap> resF := RestrictedMappingGroupoids( mor, Fa4 );
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| /dports/math/gap/gap-4.11.0/pkg/groupoids-1.68/tst/manual/ |
| H A D | gpdaut.tst | 344 gap> mor := GroupoidHomomorphismFromSinglePiece( Gs4, Rs4, gens, images );
358 gap> ImageElm( mor, a );
360 gap> rmor := RestrictedMappingGroupoids( mor, Hd8b );
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| /dports/math/gap/gap-4.11.0/pkg/ToricVarieties-2019.12.05/gap/ |
| H A D | ToricDivisors.gi | 615 local pos, elem, mor;
623 mor := MapFromWeilDivisorsToClassGroup( vari );
625 elem := ApplyMorphismToElement( mor, elem );
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