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Question: suppose are sequence of distribution functions and m denote...

Question details

Suppose μη are sequence of distribution functions and M denote the set of all distribution functions sa where C is the set of continuous points of μ , if and only if f(un Ísfdu for all continuous tisfying F (-x)2 0 , F(x) < 1, Prove that μη (r) → μ (x) , μ E M. Vr E C, functions f vanishing at too.

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