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by Tainnor
2179 days ago
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Mathematicians not working in type theory generally agree that 1/0 is undefined (or if anything, they would set it to infinity, but even saying that would probably be too cavalier for most mathematicians). They do not necessarily for 0^0. There are good algebraic and combinatorial reasons for 0^0=1, while analysts will complain about non-continuity. |
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