Stanislav Smirnov is a Russian mathematician working at the university of Geneva on complex analysis, dynamical systems and probability theory. He proved Cardy’s formula for critical site percolation on the triangular lattice and deduced conformal invariance.

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RT @assertpub_: "An Upper Bound for Lebesgue's Covering Problem" is the #1 paper on Arxiv today in metric geometry. Congrats @viXra. See it… 1 month ago