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1 vote

Can we efficiently distinguish between P and BPP?

You defined that algorithm $D$ distinguishes $BPP$ from $P$ if there exists a language $L \in BPP$ such that for all $A \in PTM$, $$D(\langle A\rangle) \in L \leftrightarrow D(\langle A \rangle) \not …
Bjørn Kjos-Hanssen's user avatar