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Posted: December 19th, 2021

Distance between the Sets Assignment | Assignment Help Services

I am looking to prove that if U is compact and V is closed, with UnV (intersection) is empty, then d(U,V) > 0 (the distance between the sets).We define the distance between the sets as d(U,V) := {|x-y|:x in U, y in V}.Looking for help from someone comfortable in analysis/topology. Math homework help

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