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searching for Meyer's theorem 2 found (4 total)
alternate case: meyer's theorem
Irving Reiner
(326 words)
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Cornell University in 1947; his dissertation, A generalization of Meyer's theorem, was written under the supervision of Burton Wadsworth Jones. He met
P/poly
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{EXPTIME}}=\Sigma _{2}^{\mathsf {P}}\cap \Pi _{2}^{\mathsf {P}}} (Meyer's theorem), even EXPTIME = MA. If NEXPTIME ⊆ P/poly then NEXPTIME = EXPTIME,