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GAP 4.8.9 installation with standard packages -- copy to your CoCalc project to get it
Project: cocalc-sagemath-dev-slelievre
Views: 41834612[1XIndex[101X342d-domain 2.52d-group 2.62d-mapping 3.72dimensional-domain with objects 9.183d-domain 8.93d-group 8.103d-mapping 8.311abelian module 10.212[2XAbelianModuleAction[102X 10.2-113[2XAbelianModuleGroup[102X 10.2-114[2XAbelianModuleObject[102X 10.2-115actor 6.116[2XActorCrossedSquare[102X 8.2-117[2XActorXMod[102X 6.1-218[2XAllCat1DataGroupsBasic[102X 2.6-219[2XAllDerivations[102X 5.2-120[2XAllInducedXMods[102X 7.2-221[2XAllSections[102X 5.2-122[2XAllStemGroupFamilies[102X 4.2-223[2XAllStemGroupIds[102X 4.2-224[2XAllXMods[102X 4.1-1125[2XAllXModsUpToIsomorphism[102X 4.1-1226[2XAreIsoclinicDomains[102X 4.2-1 4.3-127AutoGroup 2.1-228[2XAutomorphismPermGroup[102X 6.1-1 6.1-229[2XBoundary[102X 2.1-2 2.4-230cat1-group 2.431[2XCat1Group[102X 2.4-132[2XCat1GroupByPeifferQuotient[102X 2.4-333[2XCat1GroupOfXMod[102X 2.5-234[2XCat1Morphism[102X 3.3-135[2XCat1MorphismByHoms[102X 3.3-136[2XCat1Select[102X 2.6-137cat2-group 8.438[2XCat2Group[102X 8.4-139[2XCat2GroupOfCrossedSquare[102X 8.4-240catn-group 8.541[2XCentralizer[102X 4.1-742[2XCentralQuotient[102X 4.1-8 8.2-243[2XCentreXMod[102X 4.1-744[2XCommutatorSubXMod[102X 4.1-445[2XCompositeDerivation[102X 5.2-246[2XCompositeSection[102X 5.2-247[2XCompositionMorphism[102X 3.4-148[2XCoproductXMod[102X 7.1-149[2XCrossActionSubgroup[102X 4.1-450crossed module 2.151crossed module morphism 3.152crossed module of groupoids 9.53crossed module over a groupoid 9.154crossed pairing 8.155crossed square 6.1-2 8.156crossed square morphism 8.357[2XCrossedPairing[102X 8.2-458[2XCrossedSquare[102X 8.2-159[2XCrossedSquareByNormalSubgroups[102X 8.2-160[2XCrossedSquareOfCat2Group[102X 8.4-261derivation, of crossed module 5.1-162[2XDerivationByImages[102X 5.1-263[2XDerivationBySection[102X 5.1-364[2XDerivedSubXMod[102X 4.1-565[2XDiagonalAction[102X 8.2-466[2XDiagonalCat1Group[102X 2.4-367[2XDirectProductOp[102X 2.1-168[2XDisplacement[102X 4.1-369[2XDisplacementSubgroup[102X 4.1-370display a 2d-group 2.1-471display a 2d-mapping 3.2-372[2XDown2DimensionalGroup[102X 8.2-473[2XDown2DimensionalMorphism[102X 8.3-174[2XEndomorphismPreCat1Group[102X 2.5-175[2XExternalSetXMod[102X 2.1-476[2XFactorPreXMod[102X 4.1-177[2XFixedPointSubgroupXMod[102X 4.1-678[2XGeneratingAutomorphisms[102X 6.1-179[2XHeadMap[102X 2.4-280[2XIdentityMapping[102X 3.2-3 3.3-181[2XIdGroup[102X 2.1-4 2.7-182[2XImageElmCrossedPairing[102X 8.2-483[2XImageElmXModAction[102X 2.1-384[2XImagesList[102X 5.2-185[2XImagesTable[102X 5.2-186inclusion mapping 10.187[2XInclusionMappingGroups[102X 10.1-188[2XInclusionMorphism2DimensionalDomains[102X 3.2-3 3.3-189induced crossed module 7.290[2XInducedCat1[102X 7.2-191[2XInducedXMod[102X 7.2-192[10XInfoXMod[110X 1.93[2XInnerActorXMod[102X 6.1-394[2XInnerAutomorphismCat1[102X 3.3-195[2XInnerAutomorphismsByNormalSubgroup[102X 10.1-296[2XInnerAutomorphismXMod[102X 3.2-397[2XInnerMorphism[102X 6.1-398[2XIntersectionSubXMods[102X 4.1-299Is2DimensionalDomain 2.2100Is2DimensionalGroup 2.2101Is2DimensionalGroupWithObjects 9.1-2102[2XIs3dObject[102X 8.2-3103[2XIsAbelian2DimensionalGroup[102X 4.1-9104[2XIsAbelianModule[102X 10.2-1105IsAbelianModule2DimensionalGroup 2.2106[2XIsAspherical2DimensionalGroup[102X 4.1-9107[2XIsAutomorphism3dObject[102X 8.3-2108IsAutomorphismGroup2DimensionalGroup 2.2109[2XIsBijective[102X 3.2-2 8.3-2110[2XIsCat1Group[102X 2.5-1111[2XIsCat1Morphism[102X 3.3-1112IsCentralExtension2DimensionalGroup 2.2113[2XIsCrossedSquare[102X 8.2-3114[2XIsCrossedSquareMorphism[102X 8.3-2115[2XIsDerivation[102X 5.1-1116[2XIsDirectProductWithCompleteDigraphDomain[102X 9.1-2117[2XIsEndo2DimensionalMapping[102X 3.2-2118[2XIsEndomorphism3dObject[102X 8.3-2119[2XIsEndomorphismPreCat1Group[102X 2.5-1120[2XIsFaithful2DimensionalGroup[102X 4.1-9121[2XIsFp2DimensionalGroup[102X 2.2-1122[2XIsFp3dObject[102X 8.2-3123[2XIsFpPreXModWithObjects[102X 9.1-3124[2XIsGroupOfAutomorphisms[102X 10.1-2125[2XIsIdentityCat1Group[102X 2.5-1126[2XIsInducedXMod[102X 7.2-1127[2XIsInjective[102X 3.2-2128[2XIsNilpotent2DimensionalGroup[102X 4.1-10129IsNormal for crossed modules 2.2-1130IsNormalSubgroup2DimensionalGroup 2.2131[2XIsoclinicMiddleLength[102X 4.2-3 4.3-3132[2XIsoclinicRank[102X 4.2-3 4.3-3133[2XIsoclinicStemDomain[102X 4.2-2 4.3-2134[2XIsoclinism[102X 4.2-1 4.3-1135[2XIsomorphismByIsomorphisms[102X 3.2-4136[2XIsomorphismFp2DimensionalGroup[102X 3.3-2137[2XIsomorphismPc2DimensionalGroup[102X 3.2-4 3.3-2138[2XIsomorphismPerm2DimensionalGroup[102X 3.2-4 3.3-2139[2XIsomorphismPermObject[102X 3.3-2140[2XIsomorphismXMods[102X 4.1-12141[2XIsPc2DimensionalGroup[102X 2.2-1142[2XIsPc3dObject[102X 8.2-3143[2XIsPcPreXModWithObjects[102X 9.1-3144[2XIsPerm2DimensionalGroup[102X 2.2-1145[2XIsPerm3dObject[102X 8.2-3146[2XIsPermPreXModWithObjects[102X 9.1-3147[2XIsPreCat1Morphism[102X 3.3-1148[2XIsPreCrossedSquare[102X 8.2-3149[2XIsPreCrossedSquareMorphism[102X 8.3-2150[2XIsPreXCat1Group[102X 2.5-1151[2XIsPreXMod[102X 2.2-1152[2XIsPreXModMorphism[102X 3.2-1153[2XIsPreXModWithObjects[102X 9.1-2154[2XIsSection[102X 5.1-1155[2XIsSimplyConnected2DimensionalGroup[102X 4.1-9156[2XIsSingleValued[102X 3.2-2157[2XIsStemDomain[102X 4.2-2 4.3-2158[2XIsSurjective[102X 3.2-2159[2XIsTotal[102X 3.2-2160IsTrivialAction2DimensionalGroup 2.2161[2XIsUp2DimensionalMapping[102X 5.1-1162[2XIsXMod[102X 2.2-1163[2XIsXModMorphism[102X 3.2-1164[2XIsXModWithObjects[102X 9.1-2165[2XKernel[102X 3.4-2166[2XKernel2DimensionalMapping[102X 3.4-2167[2XKernelEmbedding[102X 2.4-2168[2XLeft2DimensionalGroup[102X 8.2-4169[2XLeft2DimensionalMorphism[102X 8.3-1170License .-2171[2XLowerCentralSeriesOfXMod[102X 4.1-10172[2XLueXMod[102X 6.1-2173[2XMappingToOne[102X 10.1-1174morphism 3.2175morphism of 2d-group 3.1176morphism of 3d-group 8.3177[2XMorphismOfInducedXMod[102X 7.2-1178[2XName[102X 2.1-4 2.4-2 8.2-1179[2XNaturalMorphismByNormalSubPreXMod[102X 4.1-1180[2XNilpotencyClass2DimensionalGroup[102X 4.1-10181[2XNormalizer[102X 4.1-7182[2XNormalSubXMods[102X 2.2-2183[2XNorrieXMod[102X 6.1-2184ObjectList 9.1-4185operations on morphisms 3.4186order of a 2d-automorphism 3.2-3187Peiffer subgroup 2.3-1188[2XPeifferSubgroup[102X 2.3-2189[2XPermAutomorphismAsXModMorphism[102X 6.1-1190pre-crossed module 2.3191[2XPreCat1Group[102X 2.4-1192[2XPreCat1GroupByEndomorphisms[102X 2.4-1193[2XPreCat1GroupByNormalSubgroup[102X 2.4-3194[2XPreCat1GroupByTailHeadEmbedding[102X 2.4-1195[2XPreCat1GroupOfPreXMod[102X 2.5-2196[2XPreCat1Morphism[102X 3.3-1197[2XPreCat1MorphismByHoms[102X 3.3-1198[2XPreCat2Group[102X 8.4-1199[2XPreCat2GroupByPreCat1Groups[102X 8.4-1200[2XPreXModByBoundaryAndAction[102X 2.3-1201[2XPreXModMorphism[102X 3.2-3202[2XPreXModMorphismByHoms[102X 3.2-3203[2XPreXModOfPreCat1Group[102X 2.5-2204[2XRange[102X 2.1-2 2.4-2 3.1-1 8.3-1205[2XRangeEmbedding[102X 2.4-2206[2XRangeHom[102X 3.1-1207regular derivation 5.1-1208[2XRegularDerivations[102X 5.2-1209[2XRegularSections[102X 5.2-1210restriction mapping 10.1211[2XReverseCat1Group[102X 2.4-3212[2XRight2DimensionalGroup[102X 8.2-4213[2XRight2DimensionalMorphism[102X 8.3-1214[2XRoot2dGroup[102X 9.1-4215section, of cat1-group 5.1-1216[2XSectionByDerivation[102X 5.1-3217[2XSectionByImages[102X 5.1-3218selection of a small cat1-group 2.6219[2XSinglePiecePreXModWithObjects[102X 9.1-1220[2XSize[102X 2.1-4 2.4-2221[2XSmallerDegreePerm2DimensionalDomain[102X 3.3-2222[2XSource[102X 2.1-2 2.4-2 3.1-1 8.3-1223[2XSourceHom[102X 3.1-1224[2XStabilizerSubgroupXMod[102X 4.1-6225[2XStructureDescription[102X 2.7-1226[2XSubPreXMod[102X 2.3-1227[2XSubXMod[102X 2.2-2228[2XTailMap[102X 2.4-2229[2XTranspose3dGroup[102X 8.2-1230[2XTrivialSubXMod[102X 2.2-2231up 2d-mapping of 2d-group 5.232[2XUp2DimensionalGroup[102X 8.2-4233[2XUp2DimensionalMorphism[102X 8.3-1234[2XUpGeneratorImages[102X 5.2-2235[2XUpImagePositions[102X 5.2-2236version 1 for [5XGAP[105X 3 11.1-1237version 2.001 for [5XGAP[105X 4 11.1-3238Whitehead group 5.1-1239Whitehead monoid 5.1-1240Whitehead multiplication 5.1 5.1-1241[2XWhiteheadGroupTable[102X 5.2-3242[2XWhiteheadMonoidTable[102X 5.2-3243[2XWhiteheadPermGroup[102X 5.2-3244[2XWhiteheadTransMonoid[102X 5.2-3245[2XWhiteheadXMod[102X 6.1-2246[2XXMod[102X 2.1-1247[2XXModAction[102X 2.1-2 9.1-4248[2XXModByAbelianModule[102X 2.1-1249[2XXModByAutomorphismGroup[102X 2.1-1250[2XXModByBoundaryAndAction[102X 2.1-1251[2XXModByCentralExtension[102X 2.1-1252[2XXModByGroupOfAutomorphisms[102X 2.1-1253[2XXModByInnerAutomorphismGroup[102X 2.1-1254[2XXModByNormalSubgroup[102X 2.1-1255[2XXModByPeifferQuotient[102X 2.3-2256[2XXModByTrivialAction[102X 2.1-1257[2XXModCentre[102X 6.1-3258[2XXModMorphism[102X 3.2-3259[2XXModMorphismByHoms[102X 3.2-3260[2XXModOfCat1Group[102X 2.5-2261262263-------------------------------------------------------264265266