DOIAbstract
AbstractIt is shown that P(A)∩P(B)=BPPP holds for every algorithmically random oracle A⊕B. This results extends the corresponding “probability one” characterization of Ambos-Spies (1986) and Kurtz (1987)
AbstractIt is shown that P(A)∩P(B)=BPPP holds for every algorithmically random oracle A⊕B. This results extends the corresponding “probability one” characterization of Ambos-Spies (1986) and Kurtz (1987)
We introduce the notion of a universal random oracle. Analogously to a classical random oracle it id...
A study of the random oracle model seems to be concentrated to showing the gap between the schemes i...
AbstractIt is shown that, for every k ≥ 0 and every fixed algorithmically random language B, there i...
It is shown that PA PB BPP holds for every algorithmically random oracle A B This result ext...
AbstractIt is shown that P(A)∩P(B)=BPPP holds for every algorithmically random oracle A⊕B. This resu...
It is known from work of Bennett and Gill and Ambos-Spies that the following condi-tions are equival...
The Random Oracle Hypothesis, attributed to Bennett and Gill, essentially states that the relationsh...
Abstract. In the random oracle model, parties are given oracle access to a random function (i.e., a ...
AbstractResource-boundedmeasure as originated by Lutz is an extension of classical measure theory wh...
AbstractA new notion of an oracle machine being ‘helped’ by an oracle set is introduced. It is requi...
Two counterexamples to the random oracle hypothesis as formalized by Bennett and Gill (1975, SIAM J....
AbstractWe consider several questions on the computational power of PP, the class of sets accepted b...
In the present paper we prove that relative to random oracle A (with respect to the uniform measure)...
AbstractCircuit-size complexity is compared with deterministic and nondeterministic time complexity ...
The complexity class BPP (defined by Gill) contains problems that can be solved in polynomial time w...
We introduce the notion of a universal random oracle. Analogously to a classical random oracle it id...
A study of the random oracle model seems to be concentrated to showing the gap between the schemes i...
AbstractIt is shown that, for every k ≥ 0 and every fixed algorithmically random language B, there i...
It is shown that PA PB BPP holds for every algorithmically random oracle A B This result ext...
AbstractIt is shown that P(A)∩P(B)=BPPP holds for every algorithmically random oracle A⊕B. This resu...
It is known from work of Bennett and Gill and Ambos-Spies that the following condi-tions are equival...
The Random Oracle Hypothesis, attributed to Bennett and Gill, essentially states that the relationsh...
Abstract. In the random oracle model, parties are given oracle access to a random function (i.e., a ...
AbstractResource-boundedmeasure as originated by Lutz is an extension of classical measure theory wh...
AbstractA new notion of an oracle machine being ‘helped’ by an oracle set is introduced. It is requi...
Two counterexamples to the random oracle hypothesis as formalized by Bennett and Gill (1975, SIAM J....
AbstractWe consider several questions on the computational power of PP, the class of sets accepted b...
In the present paper we prove that relative to random oracle A (with respect to the uniform measure)...
AbstractCircuit-size complexity is compared with deterministic and nondeterministic time complexity ...
The complexity class BPP (defined by Gill) contains problems that can be solved in polynomial time w...
We introduce the notion of a universal random oracle. Analogously to a classical random oracle it id...
A study of the random oracle model seems to be concentrated to showing the gap between the schemes i...
AbstractIt is shown that, for every k ≥ 0 and every fixed algorithmically random language B, there i...
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