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reducing a theorem to set theory using first order logicI'm trying to reduce a simple theorem from number theory (i.e. there are infinitely many primes) to set theory. What do I need to read in order to achieve this? Are there any examples somewhere ? I want to deduce the truth of the theorem using only the axioms of Zermelo Frankel set theory. I know it is possible for most of the theorems. Thank you
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