Quelle symmcomb.gd
Sprache: unbekannt
|
|
Untersuchungsergebnis.gd Download desUnknown {[0] [0] [0]}zum Wurzelverzeichnis wechseln
#######################################################################
## Hecke - symmcomb.gd : Combinatorial functions on partitions. ##
## ##
## This file contains most of the combinatorial functions used ##
## by Hecke. Most are standard operations on Young diagrams or ##
## partitions. ##
## ##
## These programs, and the enclosed libraries, are distributed ##
## under the usual licensing agreements and conditions of GAP. ##
## ##
## Dmitriy Traytel ##
## (heavily using the GAP3-package SPECHT 2.4 by Andrew Mathas) ##
## ##
#######################################################################
## Hecke 1.0: June 2010:
## - initial
MakeDispatcherFunc("Lexicographic", [[IsList]],[2],[2]);
MakeDispatcherFunc("LengthLexicographic", [[IsList]],[2],[2]);
MakeDispatcherFunc("ReverseDominance", [[IsList]],[2],[2]);
MakeDispatcherFunc("Dominates", [[IsList]],[2],[2]);
MakeDispatcherFunc("ConjugatePartition", [[]],[1],[1]);
MakeDispatcherFunc("LittlewoodRichardsonRule", [[IsList]],[2],[2]);
MakeDispatcherFunc("LittlewoodRichardsonCoefficient", [[IsList,IsList]],[3],[3]);
MakeDispatcherFunc("InverseLittlewoodRichardsonRule", [[]],[1],[1]);
MakeDispatcherFunc("SpechtDimension", [[],[IsHeckeSpecht]],[1,0],[1,1]);
MakeDispatcherFunc("BetaNumbers", [[]],[1],[1]);
MakeDispatcherFunc("PartitionBetaSet", [[]],[1],[1]);
MakeDispatcherFunc("EAbacusRunners", [[IsInt]],[2],[2]);
MakeDispatcherFunc("ECore",[[IsInt],[IsAlgebraObj]],[2,2],[2,2]);
MakeDispatcherFunc("IsECore",[[IsInt],[IsAlgebraObj]],[2,2],[2,2]);
MakeDispatcherFunc("EWeight",[[IsInt],[IsAlgebraObj]],[2,2],[2,2]);
MakeDispatcherFunc("EQuotient",[[IsInt],[IsAlgebraObj]],[2,2],[2,2]);
MakeDispatcherFunc("EAbacus",[[IsInt],[IsAlgebraObj]],[2,2],[2,2]);
MakeDispatcherFunc("CombineEQuotientECore",[[IsInt,IsList],[IsAlgebraObj,IsList]],[3,3],[3,3]);
MakeDispatcherFunc("IsERegular",[[IsInt],[IsAlgebraObj]],[2,2],[2,2]);
MakeDispatcherFunc("ERegularPartitions",[[IsInt,IsInt],[IsAlgebraObj,IsInt]],[0,0],[2,2]);
MakeDispatcherFunc("EResidueDiagram",[[IsInt],[IsAlgebraObj],[IsHeckeSpecht]],[2,2,0],[2,2,1]);
MakeDispatcherFunc("ETopLadder",[[IsInt],[IsAlgebraObj]],[2,2],[2,2]);
MakeDispatcherFunc("EHookDiagram",[[IsInt],[IsAlgebraObj]],[2,2],[2,2]);
MakeDispatcherFunc("HookLengthDiagram",[[]],[1],[1]);
MakeDispatcherFunc("NormalNodes",[[IsInt],[IsAlgebraObj],[IsInt,IsInt],[IsAlgebraObj,IsInt]],[2,2,2,2],[2,2,3,3]);
MakeDispatcherFunc("RemoveNormalNodes",[[IsInt,IsInt],[IsAlgebraObj,IsInt]],[2,2],[3,3]);
MakeDispatcherFunc("GoodNodes",[[IsInt],[IsAlgebraObj],[IsInt,IsInt],[IsAlgebraObj,IsInt]],[2,2,2,2],[2,2,3,3]);
MakeDispatcherFunc("GoodNodeSequence",[[IsInt],[IsAlgebraObj]],[2,2],[2,2]);
MakeDispatcherFunc("GoodNodeSequences",[[IsInt],[IsAlgebraObj]],[2,2],[2,2]);
MakeDispatcherFunc("PartitionGoodNodeSequence",[[IsInt],[IsAlgebraObj]],[2,2],[2,2]);
MakeDispatcherFunc("GoodNodeLatticePath",[[IsInt],[IsAlgebraObj]],[2,2],[2,2]);
MakeDispatcherFunc("GoodNodeLatticePaths",[[IsInt],[IsAlgebraObj]],[2,2],[2,2]);
MakeDispatcherFunc("LatticePathGoodNodeSequence",[[IsInt],[IsAlgebraObj]],[2,2],[2,2]);
MakeDispatcherFunc("MullineuxSymbol",[[IsInt],[IsAlgebraObj]],[2,2],[2,2]);
MakeDispatcherFunc("PartitionMullineuxSymbol",[[IsInt],[IsAlgebraObj]],[2,2],[2,2]);
MakeDispatcherFunc("RemoveRimHook",[[IsInt,IsInt],[IsList,IsInt,IsInt]],[1,4],[3,4]);
MakeDispatcherFunc("AddRimHook",[[IsInt,IsInt]],[1],[3]);
[ zur Elbe Produktseite wechseln0.91Quellennavigators
]
|
2026-03-28
|
