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태그 semi-decidability - 이것은 페이지 2 페이지입니다 - GeneraCodice
튜닝 머신을위한 "문제가없는"비 멈춤 여지 입력
https://www.generacodice.com/ko/articolo/2467252/튜닝-머신을위한-문제가없는-비-멈춤-여지-입력
turing-machines
-
semi-decidability
cs.stackexchange
반지 할 수없는 줄이 덜 도달하고 있습니까?
https://www.generacodice.com/ko/articolo/2466883/반지-할-수없는-줄이-덜-도달하고-있습니까
turing-machines
-
semi-decidability
cs.stackexchange
Union of halting-like problem and non-halting-like problem
https://www.generacodice.com/ko/articolo/2448797/union-of-halting-like-problem-and-non-halting-like-problem
halting-problem
-
formal-languages
-
undecidability
-
semi-decidability
cs.stackexchange
Is it possible that the subtraction between two undecidable languages is regular?
https://www.generacodice.com/ko/articolo/1810854/is-it-possible-that-the-subtraction-between-two-undecidable-languages-is-regular
turing-machines
-
undecidability
-
regular-languages
-
semi-decidability
cs.stackexchange
Decidability of the language of all deterministic LBA where all states are reachable
https://www.generacodice.com/ko/articolo/1620653/decidability-of-the-language-of-all-deterministic-lba-where-all-states-are-reachable
formal-languages
-
semi-decidability
-
linear-bounded-automata
cs.stackexchange
Decidability of decision problems
https://www.generacodice.com/ko/articolo/1616752/decidability-of-decision-problems
turing-machines
-
undecidability
-
semi-decidability
-
decision-problem
-
rice-theorem
cs.stackexchange
Turing Machine equivalence in MinTM proof
https://www.generacodice.com/ko/articolo/1615215/turing-machine-equivalence-in-mintm-proof
recursion
-
turing-machines
-
semi-decidability
cs.stackexchange
Is a language whose Turing Machine doesn't halt for some positive cases but for others does not recursive?
https://www.generacodice.com/ko/articolo/1615048/is-a-language-whose-turing-machine-doesn-t-halt-for-some-positive-cases-but-for-others-does-not-recursive
turing-machines
-
computability
-
undecidability
-
semi-decidability
cs.stackexchange
Is $ L = \{ a^n\ |\ a^n \not\in L_n \} $ Turing recognizable (recursively enumerable)?
https://www.generacodice.com/ko/articolo/1613715/is-l-a-n-a-n-not-in-l-n-turing-recognizable-recursively-enumerable
turing-machines
-
undecidability
-
semi-decidability
cs.stackexchange
Recognizably turing machine question (reject / loop)
https://www.generacodice.com/ko/articolo/1613567/recognizably-turing-machine-question-reject-loop
turing-machines
-
semi-decidability
cs.stackexchange
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결과가 발견되었습니다: 173