Questions regarding oracle machines in computational complexity theory. Oracles can serve as an indicator that a separation between complexity classes is beyond the scope of certain proof techniques.
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Is there an oracle such that SAT is not infinitely often in sub-exponential time?Oracle relative to which $\mathsf{BPP}$ is not contained in $Δ_2 \mathsf{P}$
Oracle Construction for Grover's Algorithm
Is there an oracle such that SAT is not infinitely often in sub-exponential time?
For a random oracle R, does BPP equal the set of computable languages in P^R?
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