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John Licato's user avatar
John Licato's user avatar
John Licato's user avatar
John Licato
  • Member for 5 years, 6 months
  • Last seen more than 4 years ago
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Can third-order arithmetic prove the consistency of second-order arithmetic?
clarified my misunderstanding with the second part of my question, but also clarified why the first part is still unanswered.
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Can third-order arithmetic prove the consistency of second-order arithmetic?
Sorry, but I'm confused by your comment---I didn't write $Con_{Z_2}$ anywhere, nor did I claim it was equivalent to $Con_{Z_1}$.
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