Unipot : a GAP 4 package - Index 
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- \* 2.3 
- \< 2.3 
- \= 2.3 
- CanonicalForm 2.3.8 
- CentralElement 2.2.10 
- Citing Unipot 1.2 
- Comm, for `UnipotChevElem' 2.3.19 
- Conjugation, of UnipotChevElem 2.3.18 
- Elements of unipotent subgroups of Chevalley groups 2.3 
- Equality, for UnipotChevElem 2.3.11 
- General functionality 2.1 
- GeneratorsOfGroup, for `UnipotChevSubGr' 2.2.8 
- Inverse, for `UnipotChevElem' 2.3.15 
- InverseOp, for `UnipotChevElem' 2.3.15 
- IsCentral 2.3.21 
- IsOne 2.3.16 
- IsRootElement 2.3.20 
- IsUnipotChevElem 2.3.1 
- IsUnipotChevRepByFundamentalCoeffs 2.3.2 
- IsUnipotChevRepByRootNumbers 2.3.2 
- IsUnipotChevRepByRoots 2.3.2 
- IsUnipotChevSubGr 2.2.1 
- Less than, for UnipotChevElem 2.3.12 
- Multiplication, for UnipotChevElem 2.3.13 
- NegativeRootsFC 2.2.7 
- One, for `UnipotChevSubGr' 2.2.4 
- OneOp, for `UnipotChevElem' 2.3.14 
- OneOp, for `UnipotChevSubGr' 2.2.4 
- PositiveRootsFC 2.2.7 
- Powers, of UnipotChevElem 2.3.17 
- Preface 1.0 
- PrintObj, for `UnipotChevElem' 2.3.9 
- PrintObj, for `UnipotChevSubGr' 2.2.3 
- Representative 2.2.9 
- Root Systems 1.1 
- RootSystem, for `UnipotChevSubGr' 2.2.6 
- ShallowCopy, for `UnipotChevElem' 2.3.10 
- Size, for `UnipotChevSubGr' 2.2.5 
- Symbolic computation 2.4 
- The GAP Package Unipot 2.0 
- Unipot 1.0 
- UNIPOT_DEFAULT_REP 2.3.3 
- UnipotChevElemByFC 2.3.5 
- UnipotChevElemByFundamentalCoeffs 2.3.5 
- UnipotChevElemByFundamentalCoeffs, element conversion 2.3.7 
- UnipotChevElemByR 2.3.6 
- UnipotChevElemByRN 2.3.4 
- UnipotChevElemByRootNumbers 2.3.4 
- UnipotChevElemByRootNumbers, element conversion 2.3.7 
- UnipotChevElemByRoots 2.3.6 
- UnipotChevElemByRoots, element conversion 2.3.7 
- UnipotChevInfo 2.1.1 
- UnipotChevSubGr 2.2.2 
- Unipotent subgroups of Chevalley groups 2.2 
- ViewObj, for `UnipotChevElem' 2.3.9 
- ViewObj, for `UnipotChevSubGr' 2.2.3 
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Unipot manual
Oktober 2004