By Hans Crauel
This monograph presents an intensive, complete research of the slender topology on random likelihood measures on Polish areas. As a unique characteristic, the writer makes no extra assumptions at the likelihood house within the historical past, equivalent to completeness or a countable generated algebra. one of many major effects offered is an immediate facts of the random analog of the Prohorov theorem, that is received with no invoking an embedding of the Polish area right into a compact house. Random chance Measures on Polish areas is a transparent and incisive quantity that may turn out helpful for graduate scholars and researchers in mathematical research and its applications.
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This monograph presents an intensive, complete research of the slender topology on random chance measures on Polish areas. As a unique characteristic, the writer makes no extra assumptions at the likelihood area within the historical past, corresponding to completeness or a countable generated algebra. one of many major effects provided is a right away evidence of the random analog of the Prohorov theorem, that is acquired with no invoking an embedding of the Polish area right into a compact house.
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