So I'm trying to construct a Turing machine M = = {⟨A, B⟩ | A and B are NFAs and L(A) ⊆ L(B)}. I was wondering how to approach this problem as there are total 4 possibilities -
- A accepts A
- B accepts A
- A accepts B
- B accepts B
2026-02-24 05:10:51.1771909851
How to prove a turing machine is decidable which accepts ⟨A, B⟩ | A and B are NFAs and L(A) ⊆ L(B).
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