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Mathematics, 15.04.2020 03:36 mel4245

Prove [1, Theorem 11.1.7]: Suppose that X and Y are nonempty finite sets of the same cardinality. Then a function X β†’ Y is an injection if and only if it is a surjection. [Hint: Use the pigeonhole principle and proof by contradiction.]

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Prove [1, Theorem 11.1.7]: Suppose that X and Y are nonempty finite sets of the same cardinality. Th...
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