GAP (Guarana) - Contents

Goto Chapter: Top 1 2 3 4 Bib Ind
[Top of Book] [Contents] [Next Chapter]

[MathJax off]

# Guarana

## Applications of Lie methods for computations with infinite polycyclic groups

0.96.2

15 November 2018

Björn Assmann
Email: bjoern@mcs.st-and.ac.uk
Address:
Mathematical Institute
University of St. Andrews
North Haugh, St. Andrews
Fife, KY 16 9SS, Scotland

John McDermott
Email: jjm@mcs.st-and.ac.uk
Address:
Mathematical Institute
University of St. Andrews
North Haugh, St. Andrews
Fife, KY 16 9SS, Scotland

The GAP Team
Email: support@gap-system.org

### Copyright

© 2007 Björn Assmann.

### Contents

1 Introduction
1.1 About Guarana
1.2 Setup for computing the correspondence
1.3 Collection
2 Computing the Mal'cev correspondence
2.1 The main functions
2.1-1 MalcevObjectByTGroup
2.1-2 UnderlyingGroup
2.1-3 UnderlyingLieAlgebra
2.1-4 Dimension
2.1-5 MalcevGrpElementByExponents
2.1-6 MalcevLieElementByCoefficients
2.1-7 RandomGrpElm
2.1-8 RandomLieElm
2.1-9 Log
2.1-10 Exp
2.1-11 *
2.1-12 Comm
2.1-13 MalcevSymbolicGrpElementByExponents
2.1-14 MalcevLieElementByCoefficients
2.2 An example application
3 Mal'cev collection
3.1 The main functions
3.1-1 MalcevCollectorConstruction
3.1-2 GUARANA.Tr_n_O1
3.1-3 GUARANA.F_2c_Aut1
3.1-4 MalcevGElementByExponents
3.1-5 Random
3.1-6 *
3.1-7 GUARANA.AverageRuntimeCollec
3.2 An example application
4 Installation
4.1 Installing this package
4.2 Loading the Guarana package
4.3 Running the test suite
References
Index
[Top of Book] [Contents] [Next Chapter]
Goto Chapter: Top 1 2 3 4 Bib Ind

generated by GAPDoc2HTML