Squares of Conjugacy Classes in the Infinite Symmetric Groups

DOI10.2307/2000680zbMath0638.20002OpenAlexW4248584815MaRDI QIDQ3778915

Manfred Droste

Publication date: 1987

Full work available at URL: https://doi.org/10.2307/2000680

zbMATH Keywords

symmetric groupssquares of conjugacy classes

Mathematics Subject Classification ID

General theory for infinite permutation groups (20B07) Symmetric groups (20B30)

Related Items (3)

Conjugacy Classes Whose Square is an Infinite Symmetric Group ⋮ The normal subsemigroups of the monoid of injective maps. ⋮ Conjugation of injections by permutations.

Cites Work

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• Products of conjugate permutations
• Cycles comme produit de deux permutations de classes données
• Parity features for classes of the infinite symmetric group
• Nonparabolic subgroups of the modular group
• The product of two reflection classes of the symmetric group
• Permutations as products of conjugate infinite cycles
• On a theorem of Schreier and Ulam for countable permutations
• Cubes of Conjugacy Classes Covering the Infinite Symmetric Group
• On Planar Eulerian Graphs and Permutations
• Subgroups of infinite index in the modular group
• Conjugacy Classes Whose Square is an Infinite Symmetric Group
• Über die Permutationsgruppe der natürlichen Zahlenfolge
• Some Remarks on Commutators
• Ramified coverings of Riemann surfaces

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