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For a real number as, let {m} be the decimal part of 11:, i.e. {m}=msup{n:nEZ,nS m}. Show that if X , Y are independent random
For a real number as, let {m} be the decimal part of 11:, i.e. {m}=msup{n:nEZ,nS m}. Show that if X , Y are independent random variables with X , Y having law Unif([0, 1]), then (X , {X | Y}) are independent random variables
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