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 shown that $G$ is unimodular iff it is approximable by finite quasigroups (Latin squares).
Citation
L. Yu. Glebsky. E. I. Gordon. C. J. Rubio. "On approximation of unimodular groups by finite quasigroups." Illinois J. Math. 49 (1) 17 - 31, Spring 2005. https://doi.org/10.1215/ijm/1258138304
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