Rates of weak convergence for images of measures by families of mappings
Suppose [mu]n is a sequence of measures on a separable metric space converging weakly to [mu] with rate [pi]n (in the Prohorov metric). We find a new rate of convergence of [mu]nf-1 to [mu]f-1, where f belongs to a wide class of functions between two Banach spaces.
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Volume (Year): 56 (2002)
Issue (Month): 1 (January)
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