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Questions about Turing machines, a theoretical model of mechanical computation capable of simulating any computer program.

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Does $NP^{SAT}=NP^{NP}$?

Yes, because $\mathsf{SAT}$ is $\mathsf{NP}$-complete. Let $L\in\mathsf{NP}^\mathsf{NP}$. This means that there exists $A\in\mathsf{NP}$ such that $L\in\mathsf{NP}^A$. But you can replace any oracle q …
Evangelos Bampas's user avatar