Algebra in the superextensions of groups: minimal left ideals

preprint2011arXivOpen access

We prove that the minimal left ideals of the superextension $λ(Z)$ of the discrete group $Z$ of integers are metrizable topological semigroups, topologically isomorphic to minimal left ideals of the superextension $λ(Z_2)$ of the compact group $Z_2$ of integer 2-adic numbers.

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Algebra in the superextensions of groups: minimal left ideals

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