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3Û D KY Sä µ cø l!Re 1 I P = I T 1 1 Proximal regularity can also be de ned for sets as well as for functions A set CˆIRn is proxregular at a point x 2C for a vector v if and only if its indicator functionÝ'> Þ‚@ ßVB ßrD ß–F ߺH ßæJ á L á N ê P ˆ6R ˆWT ˆcV JC MOBI ýé¹Ã ä Char Function In Power Apps Power Apps Microsoft Docs 'n‹…‹V ƒCƒ‰ƒXƒg ƒtƒŠ['fÞ