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If you're interested in formalizing math, check out Metamath: https://us.metamath.org https://us.metamath.org. By itself Metamath doesn't embed any particular
by dwheeler 3y ago
If you're interested in formalizing math, check out Metamath: https://us.metamath.org https://us.metamath.org.
By itself Metamath doesn't embed any particular set of axioms. The most widely used database (axioms and proven theorems) uses classical logic and set theory, but there's also databases for intuitionistic set theory, new foundations, and higher order logic.
- panabee 3y agothanks so much. this is extremely useful and could help in training a specialized model for math and logic.