On Computing the Closures of Solvable Permutation Groups

Ponomarenko, Ilia; Vasil'ev, Andrey V.

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On Computing the Closures of Solvable Permutation Groups

by Ponomarenko, Ilia, Vasil'ev, Andrey

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English2023

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Let $m\ge 3$ be an integer. It is proved that the $m$-closure of a given solvable permutation group of degree $n$ can be constructed in time $n^{O(m)}$.

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Language: English
Published: 2023
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On Computing the Closures of Solvable Permutation Groups by Ponomarenko, Ilia; Vasil'ev, Andrey V. is a scholarly article available to read on EtoBox.

Author: Ponomarenko, Ilia; Vasil'ev, Andrey V.
Published: 2023
Language: EN

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On Computing the Closures of Solvable Permutation Groups

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