ModIsom : a GAP 4 package - Index
A
B
C
E
G
I
K
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R
T
- A Library of Kurosh Algebras 6.2
- AlgebraByTable 2.2.1
- Algebras in the GAP sense 2.2
- AutGroupOfRad 3.1.1
- AutGroupOfTable 3.1.1
- Automorphism groups 3.1
- Automorphism groups and Canonical Forms 3.0
- BinsByGT 4.1.1
- CanoFormWithAutGroupOfRad 3.2.2
- CanoFormWithAutGroupOfTable 3.2.2
- Canonical forms 3.2
- CanonicalFormOfRad 3.2.1
- CanonicalFormOfTable 3.2.1
- CheckAssociativity 2.1.3
- CheckBin 4.1.2
- CheckCommutativity 2.1.4
- CheckConsistency 2.1.5
- CompareTables 2.1.2
- Computing and checking bins 4.1
- Computing Kurosh Algebras 6.1
- Computing nilpotent quotients 5.1
- Example for groups of order 64 4.2
- Example of accessing the library of Kurosh algebras 6.3
- Example of canonical form computation 3.3
- Example of nilpotent quotient computation 5.2
- ExpandExponentLaw 6.1.2
- GetEntryTable 2.1.1
- Introduction 1.0
- KuroshAlgebra 6.1.1
- KuroshAlgebraByLib 6.2.1
- Nilpotent Quotients 5.0
- Nilpotent tables 2.1
- NilpotentQuotientOfFpAlgebra 5.1.1
- NilpotentTable 2.2.1
- NilpotentTableOfRad 2.2.2
- Relatively free Algebras 6.0
- Tables 2.0
- The modular isomorphism problem 4.0
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ModIsom manual
February 2023