LiePRing : a GAP 4 package - Index

A B C D E G I L M N O P S T V

A

Accessing Lie p-rings 4.1

Advanced functions for Lie p-rings 5.0

AutGrpDescription 5.2.1

Automorphism groups 5.2

B

BasisOfLiePRing 3.5.2

C

CheckIsLiePRing 3.1.2

D

Dimension 8 and maximal class 4.6

DimensionOfLiePRing 3.5.3

E

Elementary functions 3.5

ElementNumbers 5.1.2

G

Generic Lie p-rings 3.2

I

IndeterminateByName 3.2.1

L

LibraryConditions 4.4.3

LibraryName 4.4.1

Lie p-rings 2.0

LiePDerivedSeries 3.6.3

LiePIdeal 3.4.2

LiePLowerCentralSeries 3.6.1

LiePLowerPCentralSeries 3.6.2

LiePMinimalGeneratingSet 3.6.4

LiePQuotient 3.4.3

LiePRingBySCTable 3.1.1

LiePRingBySCTableNC 3.1.1

LiePRings in GAP 3.0

LiePRingsByLibrary 4.1.2

LiePRingsByLibraryMC8 4.6.1

LiePRingsDim7ByFile 4.5.2

LiePRingsInFamily 4.3.1

LiePRingsInFamilyMC8 4.6.2

LiePSchurMult 5.1.1

LiePSubring 3.4.1

LiePValues 3.3.3

M

MinimalGeneratorNumberOfLiePRing 4.4.4

More details 4.4

N

NumberOfLiePRings 4.2.2

NumberOfLiePRingsInFamily 4.2.3

Numbers of Lie p-rings 4.2

O

Ordinary Lie p-rings 3.1

P

ParametersOfLiePRing 3.5.4

PClassOfLiePRing 4.4.5

PGroupByLiePRing 3.7.1

Preamble 1.0

PrimeOfLiePRing 3.5.1

S

Schur multipliers 5.1

Searching the database 4.3

Series of subrings 3.6

ShortPresentation 4.4.2

Special functions for dimension 7 4.5

SpecialiseLiePRing 3.3.1

SpecialisePrimeOfLiePRing 3.3.2

Specialising Lie $p$-rings 3.3

Subrings of Lie p-rings 3.4

T

The Database 4.0

The Lazard correspondence 3.7

V

ViewPCPresentation 3.5.5

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