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LENGUAJES FORMALES Y AUTOMATA
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A_{TM} = {⟨M,w⟩| M is a TM and M accepts w} is decidable
The complement of A_{TM} is Turing-recognizable
A partially decidable language is also known as
A_{TM} = {⟨M,w⟩| M is a TM and M accepts w} is Turing recognizable
A_{DFA} = {⟨B, w⟩| B is a DFA that accepts input string w} is an undecidable language.
A set A is countable only if
A is finite
which of the following problems is undecidable
A language is decidable if and only if it is Turing-recognizable
knowing when a problem is algorithmically unsolvable is useful because
Every Turing recognizable language is also decidable