Let mn be defined as in Problem 12.2. Show that for every distribution of (X, Y ) which satisfies |X| bounded a.s., |Y | bounded a.s., and m (p, C)-smooth one has, for n sufficiently large,...

Let mn be defined as in Problem 12.2. Show that for every distribution of (X, Y ) which satisfies |X| bounded a.s., |Y | bounded a.s., and m (p, C)-smooth one has, for n sufficiently large,

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