Decidable properties of computable reals

cs.stackexchange https://cs.stackexchange.com/questions/77487

Pergunta

Is "Rice's theorem for the computable reals" -- that is, no nontrivial property of the number represented by a given computable real is decidable -- true?

Does this correspond in some direct way to the connectedness of the reals?

Nenhuma solução correta

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