On approximation of topological groups by finite algebraic systems. II
L. Yu. Glebsky, E. I. Gordon, C. J. Rubio
Abstract
Recall that a locally compact group G is called unimodular if the left Haar measure on G is equal to the right one. It is proved in this paper that G is unimodular iff it is approximable by finite quasigroups (Latin squares).
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