Question: [20 pt; 10 pt each] State and prove whether the languages SUB3RE (R, S,T) |R, S,T are regular expressions and L(R)UL(S) S L(T)) HALTTM =
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[20 pt; 10 pt each] State and prove whether the languages SUB3RE (R, S,T) |R, S,T are regular expressions and L(R)UL(S) S L(T)) HALTTM = {(M, w) | M is a TM that halts on input w} have any of the following properties (recall that they could have more than one): DEC: Decidable TR: Turing Recognizable co-TR: co-Turing recognizable NTR: not Turing recognizable NcoTR: not co-Turing recognizable
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