1\makelabel{unipot:Preface}{1} 2\makelabel{unipot:Root Systems}{1.1} 3\makelabel{unipot:Citing Unipot}{1.2} 4\makelabel{unipot:The GAP Package Unipot}{2} 5\makelabel{unipot:General functionality}{2.1} 6\makelabel{unipot:UnipotChevInfo}{2.1.1} 7\makelabel{unipot:Unipotent subgroups of Chevalley groups}{2.2} 8\makelabel{unipot:IsUnipotChevSubGr}{2.2.1} 9\makelabel{unipot:UnipotChevSubGr}{2.2.2} 10\makelabel{unipot:PrintObj!for `UnipotChevSubGr'}{2.2.3} 11\makelabel{unipot:ViewObj!for `UnipotChevSubGr'}{2.2.3} 12\makelabel{unipot:One!for `UnipotChevSubGr'}{2.2.4} 13\makelabel{unipot:OneOp!for `UnipotChevSubGr'}{2.2.4} 14\makelabel{unipot:Size!for `UnipotChevSubGr'}{2.2.5} 15\makelabel{unipot:RootSystem!for `UnipotChevSubGr'}{2.2.6} 16\makelabel{unipot:PositiveRootsFC}{2.2.7} 17\makelabel{unipot:NegativeRootsFC}{2.2.7} 18\makelabel{unipot:GeneratorsOfGroup!for `UnipotChevSubGr'}{2.2.8} 19\makelabel{unipot:Representative}{2.2.9} 20\makelabel{unipot:CentralElement}{2.2.10} 21\makelabel{unipot:Elements of unipotent subgroups of Chevalley groups}{2.3} 22\makelabel{unipot:IsUnipotChevElem}{2.3.1} 23\makelabel{unipot:IsUnipotChevRepByRootNumbers}{2.3.2} 24\makelabel{unipot:IsUnipotChevRepByFundamentalCoeffs}{2.3.2} 25\makelabel{unipot:IsUnipotChevRepByRoots}{2.3.2} 26\makelabel{unipot:UNIPOT_DEFAULT_REP}{2.3.3} 27\makelabel{unipot:UnipotChevElemByRootNumbers}{2.3.4} 28\makelabel{unipot:UnipotChevElemByRootNumbers}{2.3.4} 29\makelabel{unipot:UnipotChevElemByRN}{2.3.4} 30\makelabel{unipot:UnipotChevElemByRN}{2.3.4} 31\makelabel{unipot:UnipotChevElemByFundamentalCoeffs}{2.3.5} 32\makelabel{unipot:UnipotChevElemByFundamentalCoeffs}{2.3.5} 33\makelabel{unipot:UnipotChevElemByFC}{2.3.5} 34\makelabel{unipot:UnipotChevElemByFC}{2.3.5} 35\makelabel{unipot:UnipotChevElemByRoots}{2.3.6} 36\makelabel{unipot:UnipotChevElemByRoots}{2.3.6} 37\makelabel{unipot:UnipotChevElemByR}{2.3.6} 38\makelabel{unipot:UnipotChevElemByR}{2.3.6} 39\makelabel{unipot:UnipotChevElemByRootNumbers!element conversion}{2.3.7} 40\makelabel{unipot:UnipotChevElemByFundamentalCoeffs!element conversion}{2.3.7} 41\makelabel{unipot:UnipotChevElemByRoots!element conversion}{2.3.7} 42\makelabel{unipot:CanonicalForm}{2.3.8} 43\makelabel{unipot:PrintObj!for `UnipotChevElem'}{2.3.9} 44\makelabel{unipot:ViewObj!for `UnipotChevElem'}{2.3.9} 45\makelabel{unipot:ShallowCopy!for `UnipotChevElem'}{2.3.10} 46\makelabel{unipot:Equality!for UnipotChevElem}{2.3.11} 47\makelabel{unipot:Less than!for UnipotChevElem}{2.3.12} 48\makelabel{unipot:Multiplication!for UnipotChevElem}{2.3.13} 49\makelabel{unipot:OneOp!for `UnipotChevElem'}{2.3.14} 50\makelabel{unipot:Inverse!for `UnipotChevElem'}{2.3.15} 51\makelabel{unipot:InverseOp!for `UnipotChevElem'}{2.3.15} 52\makelabel{unipot:IsOne}{2.3.16} 53\makelabel{unipot:Powers!of UnipotChevElem}{2.3.17} 54\makelabel{unipot:Conjugation!of UnipotChevElem}{2.3.18} 55\makelabel{unipot:Comm!for `UnipotChevElem'}{2.3.19} 56\makelabel{unipot:Comm!for `UnipotChevElem'}{2.3.19} 57\makelabel{unipot:IsRootElement}{2.3.20} 58\makelabel{unipot:IsCentral}{2.3.21} 59\makelabel{unipot:Symbolic computation}{2.4} 60\makelabel{unipot:Bibliography}{} 61\setcitlab {Carter72}{Car89} 62\setcitlab {GAP4}{GAP04} 63\setcitlab {SH2000}{Hal00} 64\makelabel{unipot:Index}{} 65