Cubefree : a GAP 4 package - Index

_ A C F I L N O R T

A

Accuracy check 2.5

An example session 2.4

C

Comments on the efficiency 2.3

Comments on the implementation 2.2

ConstructAllCFFrattiniFreeGroups 2.1.5

ConstructAllCFGroups 2.1.1

ConstructAllCFNilpotentGroups 2.1.3

ConstructAllCFSimpleGroups 2.1.4

ConstructAllCFSolvableGroups 2.1.2

CountAllCFGroupsUpTo 2.1.10

CubefreeOrderInfo 2.1.11

CubefreeTestOrder 2.1.12

F

Functionality of the Cubefree package 2.0

functionality of the Cubefree package 2.0

I

Installing and loading the Cubefree package 3.0

installing and loading the Cubefree package 3.0

Installing the Cubefree package 3.1

installing the Cubefree package 3.1

Introduction 1.0

IrreducibleSubgroupsOfGL 2.1.15

IsCubeFreeInt 2.1.13

IsIsomorphicCubefreeGroups 2.1.7

IsomorphismCubefreeGroups 2.1.6

IsSquareFreeInt 2.1.14

L

Loading the Cubefree package 3.2

loading the Cubefree package 3.2

N

New methods 2.1

NumberCFGroups 2.1.8

NumberCFSolvableGroups 2.1.9

O

Overview 1.1

R

RewriteAbsolutelyIrreducibleMatrixGroup 2.1.16

T

Theoretical background 1.2

_

Cubefree 1.0

[Up]