Defines a canonical labelling function for finite solvable groups via presentations and cohomology so that can(G) equals can(H) exactly when G and H are isomorphic.
and Eick, Bettina and O'Brien, Eamonn A
2 Pith papers cite this work. Polarity classification is still indexing.
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Pith papers citing it
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2026 2verdicts
UNVERDICTED 2representative citing papers
An algorithm is provided for selecting distinguished defining polynomials for p-adic field extensions, serving as a key component in expanding the LMFDB p-adic fields database.
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Computing canonical labellings of finite solvable groups
Defines a canonical labelling function for finite solvable groups via presentations and cohomology so that can(G) equals can(H) exactly when G and H are isomorphic.
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Distinguished defining polynomials for extensions of p-adic fields
An algorithm is provided for selecting distinguished defining polynomials for p-adic field extensions, serving as a key component in expanding the LMFDB p-adic fields database.