Let a and b be two sets such that there exists a function f
Let A and B be two sets such that there exists a function f from A onto B and a function g from B onto A. Show, assuming AC, that A and B have the same cardinality. Hint: If h(y) ∈ f -1({y}) for all y in B, then h is 1-1 from B into A.
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let a and b be two sets such that there exists a function f from a onto b and a function g from b onto a show assuming
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