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HomologyIteratedGroups
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| Organization: | University of Seville (Spain) |
| Department: | Matematica Aplicada I |
| Organization: | University of Seville (Spain) |
| Department: | Matematica Aplicada I |
| Organization: | University of Seville (Spain) |
| Department: | Matematica Aplicada I |
| Organization: | University of Seville (Spain) |
| Department: | Matematica Aplicada I |
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2006-11-08
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This is a tool for computing the integral homology groups of iterated products of central extensions, direct and semidirect products of abelian groups.
We make use of the homological models described by V.Alvarez, J.A.Armario, M.D.Frau and P.Real in "A Mathematica notebook for computing the homology of iterated products of groups", ICMS-06, Castro Urdiales, Spain (2006). To appear in a special issue of LNCS.
Three input data are needed: a tree-list representing the iterated product (as a binary tree), the list of cardinalities of the factor groups, and the order of the homology module to be computed.
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Homology, homological model, iterated product of groups
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| HomologyIteratedGroups.m (44.4 KB) - Mathematica Package | | HomologyIteratedGroups.nb (88 KB) - Mathematica Notebook | | Readme-HomologyIteratedGroups.nb (8.1 KB) - Mathematica Notebook |
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