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程序代写案例-MAT337
MAT337 HOMEWORK 4: DUE MARCH 20 1. (6 points) A subset A of R is said to have the property of Baire if there is an open subset U of R such that the symme
tric difference A4U = (A \ U) ∪ (U \ A) is meager, i.e., A4U = ⋃∞n=1Xn for some sequence (X)∞n=1 of nowhere dense subsets of R. Prove that if (An) ∞ n=1 is a sequence of subsets of R with the property of Baire then their union A = ⋃∞ n=1An also has the property of Baire. 1
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