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GAP 4.8.9 installation with standard packages -- copy to your CoCalc project to get it

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1
2
3
Index
4
5
2d-domain 2.
6
2d-group 2.
7
2d-mapping 3.
8
2dimensional-domain with objects 9.1
9
3d-domain 8.
10
3d-group 8.
11
3d-mapping 8.3
12
abelian module 10.2
13
AbelianModuleAction 10.2-1
14
AbelianModuleGroup 10.2-1
15
AbelianModuleObject 10.2-1
16
actor 6.1
17
ActorCrossedSquare 8.2-1
18
ActorXMod 6.1-2
19
AllCat1DataGroupsBasic 2.6-2
20
AllDerivations 5.2-1
21
AllInducedXMods 7.2-2
22
AllSections 5.2-1
23
AllStemGroupFamilies 4.2-2
24
AllStemGroupIds 4.2-2
25
AllXMods 4.1-11
26
AllXModsUpToIsomorphism 4.1-12
27
AreIsoclinicDomains 4.2-1 4.3-1
28
AutoGroup 2.1-2
29
AutomorphismPermGroup 6.1-1 6.1-2
30
Boundary 2.1-2 2.4-2
31
cat1-group 2.4
32
Cat1Group 2.4-1
33
Cat1GroupByPeifferQuotient 2.4-3
34
Cat1GroupOfXMod 2.5-2
35
Cat1Morphism 3.3-1
36
Cat1MorphismByHoms 3.3-1
37
Cat1Select 2.6-1
38
cat2-group 8.4
39
Cat2Group 8.4-1
40
Cat2GroupOfCrossedSquare 8.4-2
41
catn-group 8.5
42
Centralizer 4.1-7
43
CentralQuotient 4.1-8 8.2-2
44
CentreXMod 4.1-7
45
CommutatorSubXMod 4.1-4
46
CompositeDerivation 5.2-2
47
CompositeSection 5.2-2
48
CompositionMorphism 3.4-1
49
CoproductXMod 7.1-1
50
CrossActionSubgroup 4.1-4
51
crossed module 2.1
52
crossed module morphism 3.1
53
crossed module of groupoids 9.
54
crossed module over a groupoid 9.1
55
crossed pairing 8.1
56
crossed square 6.1-2 8.1
57
crossed square morphism 8.3
58
CrossedPairing 8.2-4
59
CrossedSquare 8.2-1
60
CrossedSquareByNormalSubgroups 8.2-1
61
CrossedSquareOfCat2Group 8.4-2
62
derivation, of crossed module 5.1-1
63
DerivationByImages 5.1-2
64
DerivationBySection 5.1-3
65
DerivedSubXMod 4.1-5
66
DiagonalAction 8.2-4
67
DiagonalCat1Group 2.4-3
68
DirectProductOp 2.1-1
69
Displacement 4.1-3
70
DisplacementSubgroup 4.1-3
71
display a 2d-group 2.1-4
72
display a 2d-mapping 3.2-3
73
Down2DimensionalGroup 8.2-4
74
Down2DimensionalMorphism 8.3-1
75
EndomorphismPreCat1Group 2.5-1
76
ExternalSetXMod 2.1-4
77
FactorPreXMod 4.1-1
78
FixedPointSubgroupXMod 4.1-6
79
GeneratingAutomorphisms 6.1-1
80
HeadMap 2.4-2
81
IdentityMapping 3.2-3 3.3-1
82
IdGroup 2.1-4 2.7-1
83
ImageElmCrossedPairing 8.2-4
84
ImageElmXModAction 2.1-3
85
ImagesList 5.2-1
86
ImagesTable 5.2-1
87
inclusion mapping 10.1
88
InclusionMappingGroups 10.1-1
89
InclusionMorphism2DimensionalDomains 3.2-3 3.3-1
90
induced crossed module 7.2
91
InducedCat1 7.2-1
92
InducedXMod 7.2-1
93
InfoXMod 1.
94
InnerActorXMod 6.1-3
95
InnerAutomorphismCat1 3.3-1
96
InnerAutomorphismsByNormalSubgroup 10.1-2
97
InnerAutomorphismXMod 3.2-3
98
InnerMorphism 6.1-3
99
IntersectionSubXMods 4.1-2
100
Is2DimensionalDomain 2.2
101
Is2DimensionalGroup 2.2
102
Is2DimensionalGroupWithObjects 9.1-2
103
Is3dObject 8.2-3
104
IsAbelian2DimensionalGroup 4.1-9
105
IsAbelianModule 10.2-1
106
IsAbelianModule2DimensionalGroup 2.2
107
IsAspherical2DimensionalGroup 4.1-9
108
IsAutomorphism3dObject 8.3-2
109
IsAutomorphismGroup2DimensionalGroup 2.2
110
IsBijective 3.2-2 8.3-2
111
IsCat1Group 2.5-1
112
IsCat1Morphism 3.3-1
113
IsCentralExtension2DimensionalGroup 2.2
114
IsCrossedSquare 8.2-3
115
IsCrossedSquareMorphism 8.3-2
116
IsDerivation 5.1-1
117
IsDirectProductWithCompleteDigraphDomain 9.1-2
118
IsEndo2DimensionalMapping 3.2-2
119
IsEndomorphism3dObject 8.3-2
120
IsEndomorphismPreCat1Group 2.5-1
121
IsFaithful2DimensionalGroup 4.1-9
122
IsFp2DimensionalGroup 2.2-1
123
IsFp3dObject 8.2-3
124
IsFpPreXModWithObjects 9.1-3
125
IsGroupOfAutomorphisms 10.1-2
126
IsIdentityCat1Group 2.5-1
127
IsInducedXMod 7.2-1
128
IsInjective 3.2-2
129
IsNilpotent2DimensionalGroup 4.1-10
130
IsNormal for crossed modules 2.2-1
131
IsNormalSubgroup2DimensionalGroup 2.2
132
IsoclinicMiddleLength 4.2-3 4.3-3
133
IsoclinicRank 4.2-3 4.3-3
134
IsoclinicStemDomain 4.2-2 4.3-2
135
Isoclinism 4.2-1 4.3-1
136
IsomorphismByIsomorphisms 3.2-4
137
IsomorphismFp2DimensionalGroup 3.3-2
138
IsomorphismPc2DimensionalGroup 3.2-4 3.3-2
139
IsomorphismPerm2DimensionalGroup 3.2-4 3.3-2
140
IsomorphismPermObject 3.3-2
141
IsomorphismXMods 4.1-12
142
IsPc2DimensionalGroup 2.2-1
143
IsPc3dObject 8.2-3
144
IsPcPreXModWithObjects 9.1-3
145
IsPerm2DimensionalGroup 2.2-1
146
IsPerm3dObject 8.2-3
147
IsPermPreXModWithObjects 9.1-3
148
IsPreCat1Morphism 3.3-1
149
IsPreCrossedSquare 8.2-3
150
IsPreCrossedSquareMorphism 8.3-2
151
IsPreXCat1Group 2.5-1
152
IsPreXMod 2.2-1
153
IsPreXModMorphism 3.2-1
154
IsPreXModWithObjects 9.1-2
155
IsSection 5.1-1
156
IsSimplyConnected2DimensionalGroup 4.1-9
157
IsSingleValued 3.2-2
158
IsStemDomain 4.2-2 4.3-2
159
IsSurjective 3.2-2
160
IsTotal 3.2-2
161
IsTrivialAction2DimensionalGroup 2.2
162
IsUp2DimensionalMapping 5.1-1
163
IsXMod 2.2-1
164
IsXModMorphism 3.2-1
165
IsXModWithObjects 9.1-2
166
Kernel 3.4-2
167
Kernel2DimensionalMapping 3.4-2
168
KernelEmbedding 2.4-2
169
Left2DimensionalGroup 8.2-4
170
Left2DimensionalMorphism 8.3-1
171
License .-2
172
LowerCentralSeriesOfXMod 4.1-10
173
LueXMod 6.1-2
174
MappingToOne 10.1-1
175
morphism 3.2
176
morphism of 2d-group 3.1
177
morphism of 3d-group 8.3
178
MorphismOfInducedXMod 7.2-1
179
Name 2.1-4 2.4-2 8.2-1
180
NaturalMorphismByNormalSubPreXMod 4.1-1
181
NilpotencyClass2DimensionalGroup 4.1-10
182
Normalizer 4.1-7
183
NormalSubXMods 2.2-2
184
NorrieXMod 6.1-2
185
ObjectList 9.1-4
186
operations on morphisms 3.4
187
order of a 2d-automorphism 3.2-3
188
Peiffer subgroup 2.3-1
189
PeifferSubgroup 2.3-2
190
PermAutomorphismAsXModMorphism 6.1-1
191
pre-crossed module 2.3
192
PreCat1Group 2.4-1
193
PreCat1GroupByEndomorphisms 2.4-1
194
PreCat1GroupByNormalSubgroup 2.4-3
195
PreCat1GroupByTailHeadEmbedding 2.4-1
196
PreCat1GroupOfPreXMod 2.5-2
197
PreCat1Morphism 3.3-1
198
PreCat1MorphismByHoms 3.3-1
199
PreCat2Group 8.4-1
200
PreCat2GroupByPreCat1Groups 8.4-1
201
PreXModByBoundaryAndAction 2.3-1
202
PreXModMorphism 3.2-3
203
PreXModMorphismByHoms 3.2-3
204
PreXModOfPreCat1Group 2.5-2
205
Range 2.1-2 2.4-2 3.1-1 8.3-1
206
RangeEmbedding 2.4-2
207
RangeHom 3.1-1
208
regular derivation 5.1-1
209
RegularDerivations 5.2-1
210
RegularSections 5.2-1
211
restriction mapping 10.1
212
ReverseCat1Group 2.4-3
213
Right2DimensionalGroup 8.2-4
214
Right2DimensionalMorphism 8.3-1
215
Root2dGroup 9.1-4
216
section, of cat1-group 5.1-1
217
SectionByDerivation 5.1-3
218
SectionByImages 5.1-3
219
selection of a small cat1-group 2.6
220
SinglePiecePreXModWithObjects 9.1-1
221
Size 2.1-4 2.4-2
222
SmallerDegreePerm2DimensionalDomain 3.3-2
223
Source 2.1-2 2.4-2 3.1-1 8.3-1
224
SourceHom 3.1-1
225
StabilizerSubgroupXMod 4.1-6
226
StructureDescription 2.7-1
227
SubPreXMod 2.3-1
228
SubXMod 2.2-2
229
TailMap 2.4-2
230
Transpose3dGroup 8.2-1
231
TrivialSubXMod 2.2-2
232
up 2d-mapping of 2d-group 5.
233
Up2DimensionalGroup 8.2-4
234
Up2DimensionalMorphism 8.3-1
235
UpGeneratorImages 5.2-2
236
UpImagePositions 5.2-2
237
version 1 for GAP 3 11.1-1
238
version 2.001 for GAP 4 11.1-3
239
Whitehead group 5.1-1
240
Whitehead monoid 5.1-1
241
Whitehead multiplication 5.1 5.1-1
242
WhiteheadGroupTable 5.2-3
243
WhiteheadMonoidTable 5.2-3
244
WhiteheadPermGroup 5.2-3
245
WhiteheadTransMonoid 5.2-3
246
WhiteheadXMod 6.1-2
247
XMod 2.1-1
248
XModAction 2.1-2 9.1-4
249
XModByAbelianModule 2.1-1
250
XModByAutomorphismGroup 2.1-1
251
XModByBoundaryAndAction 2.1-1
252
XModByCentralExtension 2.1-1
253
XModByGroupOfAutomorphisms 2.1-1
254
XModByInnerAutomorphismGroup 2.1-1
255
XModByNormalSubgroup 2.1-1
256
XModByPeifferQuotient 2.3-2
257
XModByTrivialAction 2.1-1
258
XModCentre 6.1-3
259
XModMorphism 3.2-3
260
XModMorphismByHoms 3.2-3
261
XModOfCat1Group 2.5-2
262
263
264
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