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Quelle  manual.lab   Sprache: unbekannt

 
Spracherkennung für: .lab vermutete Sprache: Unknown {[0] [0] [0]} [Methode: Schwerpunktbildung, einfache Gewichte, sechs Dimensionen]

\GAPDocLabFile{hecke}
\makelabel{hecke:Title page}{}{X7D2C85EC87DD46E5}
\makelabel{hecke:Copyright}{}{X81488B807F2A1CF1}
\makelabel{hecke:Acknowledgements}{}{X82A988D47DFAFCFA}
\makelabel{hecke:Table of Contents}{}{X8537FEB07AF2BEC8}
\makelabel{hecke:Decomposition numbers of Hecke algebras of type A}{1}{X7CD78FC183A57690}
\makelabel{hecke:Description}{1.1}{X7BBCB13F82ACC213}
\makelabel{hecke:The modular representation theory of Hecke algebras}{1.2}{X7A3BD2F77A4AC7EA}
\makelabel{hecke:Two small examples}{1.3}{X8226F6F77ACF26D8}
\makelabel{hecke:Overview over this manual}{1.4}{X786BACDB82918A65}
\makelabel{hecke:Credits}{1.5}{X8779AFAF8411A26A}
\makelabel{hecke:Installation of the hecke-Package}{2}{X79845447824F3333}
\makelabel{hecke:Specht functionality}{3}{X7ED1AB5C7E41D277}
\makelabel{hecke:Porting notes}{3.1}{X78AA2DBD7D5D3F02}
\makelabel{hecke:Structure of Hecke}{3.1.1}{X8340A4F97986693C}
\makelabel{hecke:Renamings}{3.1.2}{X8120A27282B82CC8}
\makelabel{hecke:Specht functions}{3.2}{X7A7DF4FC796EF66F}
\makelabel{hecke:Simple information access}{3.2.2}{X8037763587274161}
\makelabel{hecke:The functions MakeSpecht, MakePIM and MakeSimple}{3.2.3}{X7C92700882971537}
\makelabel{hecke:Decomposition numbers of the symmetric groups}{3.2.4}{X86F599A07A7C1C33}
\makelabel{hecke:Hecke algebras over fields of positive characteristic}{3.2.5}{X838BEC0382BF87EA}
\makelabel{hecke:The Fock space and Hecke algebras over fields of characteristic zero}{3.2.6}{X83009CE685621BD4}
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\makelabel{hecke:Calculating dimensions}{3.6}{X7A697AAA799BA7D4}
\makelabel{hecke:Combinatorics on Young diagrams}{3.7}{X78F1DC277875BAFD}
\makelabel{hecke:Operations on partitions}{3.8}{X8350934A7F9AB5BE}
\makelabel{hecke:Miscellaneous functions on modules}{3.9}{X83890936806E3A34}
\makelabel{hecke:Semi-standard and standard tableaux}{3.10}{X7D473E167C866CEC}
\makelabel{hecke:Bibliography}{Bib}{X7A6F98FD85F02BFE}
\makelabel{hecke:References}{Bib}{X7A6F98FD85F02BFE}
\makelabel{hecke:Index}{Ind}{X83A0356F839C696F}
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\makelabel{hecke:Characteristic}{3.2.2}{X8037763587274161}
\makelabel{hecke:SetOrdering}{3.2.2}{X8037763587274161}
\makelabel{hecke:SpechtDirectory}{3.2.2}{X8037763587274161}
\makelabel{hecke:MakeSpecht}{3.2.3}{X7C92700882971537}
\makelabel{hecke:MakePIM}{3.2.3}{X7C92700882971537}
\makelabel{hecke:MakeSimple}{3.2.3}{X7C92700882971537}
\makelabel{hecke:MakeSpecht for a module}{3.2.3}{X7C92700882971537}
\makelabel{hecke:MakePIM for a module}{3.2.3}{X7C92700882971537}
\makelabel{hecke:MakeSimple for a module}{3.2.3}{X7C92700882971537}
\makelabel{hecke:MakeSpecht for a decomposition matrix}{3.2.3}{X7C92700882971537}
\makelabel{hecke:MakePIM for a decomposition matrix}{3.2.3}{X7C92700882971537}
\makelabel{hecke:MakeSimple for a decomposition matrix}{3.2.3}{X7C92700882971537}
\makelabel{hecke:MakeSpecht for a decomposition matrix and a module}{3.2.3}{X7C92700882971537}
\makelabel{hecke:MakePIM for a decomposition matrix and a module}{3.2.3}{X7C92700882971537}
\makelabel{hecke:MakeSimple for a decomposition matrix and a module}{3.2.3}{X7C92700882971537}
\makelabel{hecke:MakeFockPIM}{3.2.6}{X83009CE685621BD4}
\makelabel{hecke:MakeFockSpecht}{3.2.6}{X83009CE685621BD4}
\makelabel{hecke:Schur for an integer}{3.2.7}{X7B57DF517F73F00D}
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\makelabel{hecke:DecompositionNumber}{3.2.10}{X829A23A97EE4C20E}
\makelabel{hecke:DecompositionNumber for a decomposition matrix}{3.2.10}{X829A23A97EE4C20E}
\makelabel{hecke:RInducedModule}{3.4.1}{X81D7F7A4812BB04D}
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\makelabel{hecke:EResidueDiagram}{3.7.13}{X790D4ACF7930340F}
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\makelabel{hecke:InnerProduct}{3.9.5}{X79FB3FE67D55BCFA}
\makelabel{hecke:Tableau}{3.10.1}{X7F0F9663796E6978}
\makelabel{hecke:SemiStandardTableaux}{3.10.2}{X79ADB1B980D12A14}
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\makelabel{hecke:ShapeTableau}{3.10.5}{X7E5351C27C9253D9}
\makelabel{hecke:TypeTableau}{3.10.6}{X7CABF92D7BF07DD1}

[ Dauer der Verarbeitung: 0.40 Sekunden  ]

                                                                                                                                                                                                                                                                                                                                                                                                     


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