|
|
|
|
Quelle manual.lab
Sprache: unbekannt
|
|
|
\GAPDocLabFile{help}
\makelabel{help:Title page}{}{X7D2C85EC87DD46E5}
\makelabel{help:Copyright}{}{X81488B807F2A1CF1}
\makelabel{help:Acknowledgements}{}{X82A988D47DFAFCFA}
\makelabel{help:Table of Contents}{}{X8537FEB07AF2BEC8}
\makelabel{help:Introduction}{1}{X7DFB63A97E67C0A1}
\makelabel{help:The main functions}{2}{X7D3DC4ED855DC13C}
\makelabel{help:Zassenhaus Conjecture}{2.1}{X7C3DBA147B6CF284}
\makelabel{help:Prime Graph Question}{2.2}{X7B12013C7C8A6714}
\makelabel{help:Spectrum Problem}{2.3}{X7A23146485988360}
\makelabel{help:Kimmerle Problem}{2.4}{X83B74D498430B5D5}
\makelabel{help:Further functions}{3}{X85C2B0617ECCA64E}
\makelabel{help:Checks for specific orders}{3.1}{X85F252368293DB34}
\makelabel{help:Checks for specific orders with s-constant characters}{3.2}{X7FCD80AC87DD0460}
\makelabel{help:Checks for all orders}{3.3}{X86A4BB01819B625D}
\makelabel{help:Changing the used Character Table}{3.4}{X7E81639F8186F858}
\makelabel{help:Influencing how the Systems of Inequalities are solved}{3.5}{X7A05180B7DA5EB77}
\makelabel{help:Checking solutions, calculating and checking solutions}{3.6}{X7990EC037D6AE938}
\makelabel{help:The Wagner test}{3.7}{X7BA77C9F86ADD546}
\makelabel{help:Action of the automorphism group}{3.8}{X7FCFA1227B958BC0}
\makelabel{help:Output}{3.9}{X84DD5181826CA1C2}
\makelabel{help:Eigenvalue multiplicities and character values}{3.10}{X7F88D4667910126A}
\makelabel{help:Check for triviality modulo normal subgroup}{3.11}{X8668C68E7C07EF99}
\makelabel{help:Check Kimmerle Problem for single units}{3.12}{X87C19C44801003CD}
\makelabel{help:Check whether Zassenhaus Conjecture is known from theoretical results}{3.13}{X828D02D784AF3DFF}
\makelabel{help:Extended examples}{4}{X7CDC63A27F7790AA}
\makelabel{help:The Character Table Library}{4.1}{X7DEAD03D7811F9FA}
\makelabel{help:The behavior of the variable HeLP sol}{4.2}{X84ED1F0D7A47B055}
\makelabel{help:Saving time}{4.3}{X7E939D8483F1EE64}
\makelabel{help:Using InfoLevels}{4.4}{X8242093A82FE41FA}
\makelabel{help:Non-standard characters}{4.5}{X818A647182CA20B3}
\makelabel{help:A complete example: (PQ) for the MacLaughlin simple group}{4.6}{X879DC8C287C41B09}
\makelabel{help:Background}{5}{X84AF2F1D7D4E7284}
\makelabel{help:The Zassenhaus Conjecture and related questions}{5.1}{X7B02D6AE80303BEB}
\makelabel{help:Partial augmentations and the structure of HeLP sol}{5.2}{X7E2BFEC182B09895}
\makelabel{help:The HeLP equations}{5.3}{X8663389F87B9CE62}
\makelabel{help:The Wagner test}{5.4}{X7BA77C9F86ADD546}
\makelabel{help:s-constant characters}{5.5}{X85810FF37EB3F4B4}
\makelabel{help:Known results about the Zassenhaus Conjecture and the Prime Graph Question}{5.6}{X79BE759E7F35150E}
\makelabel{help:Remarks on technical problems and the implementation}{6}{X7B53A54C823744E9}
\makelabel{help:Making the HeLP-package run}{6.1}{X7FBC46BC7A5D28AF}
\makelabel{help:How much 4ti2 and normaliz is really there?}{6.2}{X85FD09B67E460537}
\makelabel{help:Bibliography}{Bib}{X7A6F98FD85F02BFE}
\makelabel{help:References}{Bib}{X7A6F98FD85F02BFE}
\makelabel{help:Index}{Ind}{X83A0356F839C696F}
\makelabel{help:HeLPZC}{2.1.1}{X81AF79A587054306}
\makelabel{help:HeLPPQ}{2.2.1}{X813A10398218E9EE}
\makelabel{help:HeLPSP}{2.3.1}{X84F8B60C8016DE7F}
\makelabel{help:HeLPKP}{2.4.1}{X7CD90F897EEE8670}
\makelabel{help:HeLPWithGivenOrder}{3.1.1}{X7F8F6E3D80A23C1D}
\makelabel{help:HeLPWithGivenOrderAndPA}{3.1.2}{X7CD0CEF283F13F7B}
\makelabel{help:HeLPWithGivenOrderAllTables}{3.1.3}{X8186F17681AF25F5}
\makelabel{help:HeLPWithGivenOrderAndPAAllTables}{3.1.4}{X81063633815E39CE}
\makelabel{help:HeLPWithGivenOrderAndPAAndSpecificSystem}{3.1.5}{X80D9773D86873CB2}
\makelabel{help:HeLPWithGivenOrderSConstant}{3.2.1}{X7CAC647C7D1E95B0}
\makelabel{help:HeLPAddGaloisCharacterSums}{3.2.2}{X7B0FD19084B09AF8}
\makelabel{help:HeLPAllOrders}{3.3.1}{X8727639883F787C5}
\makelabel{help:HeLPAllOrdersPQ}{3.3.2}{X7C00E1567BFF1757}
\makelabel{help:HeLPAllOrdersSP}{3.3.3}{X79C24763800E48E9}
\makelabel{help:HeLPAllOrdersKP}{3.3.4}{X81E3FEE678B0FDD5}
\makelabel{help:HeLPChangeCharKeepSols}{3.4.1}{X7BB9009482784E90}
\makelabel{help:HeLPReset}{3.4.2}{X7C19F3A378AAF294}
\makelabel{help:HeLPSolver}{3.5.1}{X7B2326C5813CF36B}
\makelabel{help:HeLPUseRedund}{3.5.2}{X7A7536D9790C1901}
\makelabel{help:HeLPChange4ti2Precision}{3.5.3}{X7F6C4FAD805CD7FC}
\makelabel{help:HeLPVertices}{3.5.4}{X8490447A857CFD87}
\makelabel{help:HeLPVerifySolution}{3.6.1}{X7DAA7EF785621D9E}
\makelabel{help:HeLPFindAndVerifySolution}{3.6.2}{X8452B7F58641E7F5}
\makelabel{help:HeLPPossiblePartialAugmentationsOfPowers}{3.6.3}{X81E4BAF2815051C4}
\makelabel{help:HeLPWriteTrivialSolution}{3.6.4}{X7E37E3767B7085B9}
\makelabel{help:HeLPWagnerTest}{3.7.1}{X79349D80830FA89B}
\makelabel{help:HeLPAutomorphismOrbits}{3.8.1}{X80E976FE781AC904}
\makelabel{help:HeLPPrintSolution}{3.9.1}{X7A5CAEBD801EF192}
\makelabel{help:HeLPMultiplicitiesOfEigenvalues}{3.10.1}{X86601BE281C7B8B6}
\makelabel{help:HeLPCharacterValue}{3.10.2}{X7C4C37B681A5BC7D}
\makelabel{help:HeLPIsOneModuloN}{3.11.1}{X819973897A847FFE}
\makelabel{help:HeLPForgetUnderlyingGroup}{3.11.2}{X87E2729184EB30B3}
\makelabel{help:HeLPUnitSatisfiesKP}{3.12.1}{X7E8B60D97999264E}
\makelabel{help:HeLPIsZCKnown}{3.13.1}{X80E52D94801193C4}
[ Dauer der Verarbeitung: 0.18 Sekunden
(vorverarbeitet)
]
|
2026-03-28
|
|
|
|
|
