Markov's principle is a concept in mathematical logic, particularly in the area of intuitionistic logic, which deals with the constructive aspects of proof and reasoning. It can be informally stated as follows: If it is provable that a certain property \( P(n) \) holds for some natural number \( n \), then there exists a specific natural number \( n_0 \) such that we can find a proof of \( P(n_0) \).
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