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Equivalence Relations

Equivalence Relations. Rosen 6.5. Some preliminaries. Let a be an integer and m be a positive integer. We denote by a MOD m the remainder when a is divided by m. If r = a MOD m, then a = qm + r and 0 ? r ? m, q?Z Examples Let a = 12 and m = 5, 12MOD5 = 2

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Equivalence Relations