Quotient Groups: Computational Implementation
Posted by rwolst, at math.stackexchange.com,
For a permutation group $G$ and subgroup $H$, what is the best way to calculate $G/H = J$ computationally? If we store each…
Fundamental Algorithms for Permutation Groups
Overview of attention for book
Table of Contents
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Altmetric BadgeBook Overview
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Altmetric BadgeChapter 20 Introduction
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Altmetric BadgeChapter 21 Group theory background
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Altmetric BadgeChapter 22 List of elements
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Altmetric BadgeChapter 23 Searching small groups
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Altmetric BadgeChapter 24 Cayley graph and defining relations
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Altmetric BadgeChapter 25 Lattice of subgroups
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Altmetric BadgeChapter 26 Orbits and schreier vectors
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Altmetric BadgeChapter 27 Regularity
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Altmetric BadgeChapter 28 Primitivity
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Altmetric BadgeChapter 29 Inductive foundation
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Altmetric BadgeChapter 30 Backtrack search
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Altmetric BadgeChapter 31 Base change
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Altmetric BadgeChapter 32 Schreier-Sims method
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Altmetric BadgeChapter 33 Complexity of the Schreier-Sims method
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Altmetric BadgeChapter 34 Homomorphisms
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Altmetric BadgeChapter 35 Sylow subgroups
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Altmetric BadgeChapter 36 P-groups and soluble groups
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Altmetric BadgeChapter 37 Soluble permutation groups
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Altmetric BadgeChapter 38 Some other algorithms
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