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(#1.21). Let = {i : i = 1, 2, ...} be a countable set, F be all subsets of , and be the counting measure
(#1.21). Let = {i : i = 1, 2, ...} be a countable set, F be all subsets of , and be the counting measure on (i.e., (A) = the number of elements in A for any A ). For any Borel function f, the integral of f w.r.t. (if it exists) is f d = i=1 f(i)
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