Answer to Question #350535 in Real Analysis for Andy

Question #350535

Let "\\mu" be a finite measure defined on the Borel "\\sigma"-field of R. Prove that

there exists a unique closed set F such that "\\mu"(F)= "\\mu"(R) and such that if

F1 is any closed set satisfying "\\mu"(F1) = "\\mu"(R),then F"\\subset" F1



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