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Quelle manual.lab
Sprache: unbekannt
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\GAPDocLabFile{corefreesub}
\makelabel{corefreesub:Title page}{}{X7D2C85EC87DD46E5}
\makelabel{corefreesub:Copyright}{}{X81488B807F2A1CF1}
\makelabel{corefreesub:Acknowledgements}{}{X82A988D47DFAFCFA}
\makelabel{corefreesub:Table of Contents}{}{X8537FEB07AF2BEC8}
\makelabel{corefreesub:Introduction}{1}{X7DFB63A97E67C0A1}
\makelabel{corefreesub:Installation}{1.1}{X8360C04082558A12}
\makelabel{corefreesub:Testing your installation}{1.2}{X7862D3F37C5BBDEF}
\makelabel{corefreesub:Obtaining Core-Free Subgroups}{2}{X78D8803A84DB6CE8}
\makelabel{corefreesub:Core-Free Subgroups}{2.1}{X79EF503F837B7702}
\makelabel{corefreesub:Degrees of Core-Free subgroups}{2.2}{X847B222E84342E88}
\makelabel{corefreesub:Faithful Transitive Permutation Representations}{3}{X857DD6BF86E302D0}
\makelabel{corefreesub:Obtaining Faithful Transitive Permutation Representations}{3.1}{X839E0E8B87479AB5}
\makelabel{corefreesub:Faithful Transitive Permutation Representation of Minimal Degree}{3.2}{X836069DB849BD28D}
\makelabel{corefreesub:Faithful Transitive Permutation Representation of given Degree}{3.3}{X845EED7E826D411B}
\makelabel{corefreesub:Drawing the Faithful Transitive Permutation Representation Graph}{4}{X85BCED3F87DE1C07}
\makelabel{corefreesub:Drawing functions}{4.1}{X82F35AB4823114BD}
\makelabel{corefreesub:Information Level of Drawing Functions}{4.2}{X8099E0467907387C}
\makelabel{corefreesub:Bibliography}{Bib}{X7A6F98FD85F02BFE}
\makelabel{corefreesub:References}{Bib}{X7A6F98FD85F02BFE}
\makelabel{corefreesub:Index}{Ind}{X83A0356F839C696F}
\makelabel{corefreesub:IsCoreFree}{2.1.1}{X7A9042C27F0BA85B}
\makelabel{corefreesub:CoreFreeConjugacyClassesSubgroups}{2.1.2}{X7D0391668782765C}
\makelabel{corefreesub:AllCoreFreeSubgroups}{2.1.3}{X821F9BD687383C1F}
\makelabel{corefreesub:CoreFreeDegrees}{2.2.1}{X844F04457C6EDC67}
\makelabel{corefreesub:FaithfulTransitivePermutationRepresentations for IsGroup}{3.1.1}{X80D610507B1029C9}
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\makelabel{corefreesub:MinimalFaithfulTransitivePermutationDegree}{3.2.2}{X7B0EBFFA86B38A0F}
\makelabel{corefreesub:FaithfulTransitivePermutationRepresentationsOfDegree for IsGroup,IsInt}{3.3.1}{X7EC3C43C80AAD2CB}
\makelabel{corefreesub:DotFTPRGraph for IsPermGroup}{4.1.1}{X785A165E8417A1D8}
\makelabel{corefreesub:DotFTPRGraph for IsPermGroup, IsList}{4.1.1}{X785A165E8417A1D8}
\makelabel{corefreesub:DotFTPRGraph for IsGeneralMapping}{4.1.1}{X785A165E8417A1D8}
\makelabel{corefreesub:DotFTPRGraph for IsGeneralMapping, IsList}{4.1.1}{X785A165E8417A1D8}
\makelabel{corefreesub:DotFTPRGraph for IsGroup,IsGroup}{4.1.1}{X785A165E8417A1D8}
\makelabel{corefreesub:DotFTPRGraph for IsGroup,IsGroup, IsList}{4.1.1}{X785A165E8417A1D8}
\makelabel{corefreesub:DrawFTPRGraph}{4.1.2}{X8692BA897CFF04D4}
\makelabel{corefreesub:TeXFTPRGraph}{4.1.3}{X7D0B40427CC8BFC5}
\makelabel{corefreesub:DrawTeXFTPRGraph}{4.1.4}{X8721FD6E83582BA3}
[ Dauer der Verarbeitung: 0.20 Sekunden
(vorverarbeitet)
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2026-03-28
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