Medvedev Logic is Not Decidable. It is {\pi}01 -complete. Who Would Have Guessed?
It is proved that Medvedev logic ML, the intermediate logic of finite problems, is Pi-01-complete under computable many-one reductions, and is not recursively enumerable, a fortiori undecidable, and admits no recursively enumerable sound and complete proof calculus.
Pawel Pawlowski
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