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1M3/M4S3 STATISTICAL THEORY II MEASURABLE FUNCTIONS The real valued function f defined with domain E, for measurable space (, F), is Bore measurable with respect to F if the inverse image of set B,
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g1 g2 borel x1 x2 measurability gn1 lebesgue i1 a1 cg1 e1 nk topology m4s3 m3 xc liminf iai ei iei ek nonnegative m1 limsup h1 converges t3 a3 t1 t2 topological toplogical a2 gn lim iii inf constants denote measurable integer corollary convergence noting

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