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Line 29: Using (4), let ''m′'' be the '''smallest''' such value such that '''not''' ''P''(''m′'') Clearly ''m′'' cannot be 0, since this leads to an immediate contradiction (''P''(0) & '''not''' ''P''(0)) with ''P''(0) - rule (1). Suppose ''m′'' > 0.

Proof of mathematical induction: Difference between revisions