We show that every language in PSPACE, or equivalently, every language accepted by an unbounded round interactive proof system, ha a 1-round, 2-prover interactive proof system with exponentially small error probability. To obtain this result, we prove the correctness of a simple but powerful method for parallelizing 2-prover interactive proof systems to reduce their error
We show that interactive protocols between a prover and a verifier, a well-known tool of complexity ...
AbstractSuppose two provers agree in a polynomialpand want to reveal a single vaiuey=p(x) to a verif...
We show that every language in NP is recognized by a two-prover interactive proof system with the fo...
We show that every language in PSPACE, or equivalently, every language accepted by an unbounded roun...
AbstractWe look at complexity issues of interactive proof systems with multiple provers separated fr...
AbstractIn this paper we introduce quantum interactive proof systems, which are interactive proof sy...
Recent results in interactive proof systems [?][?] [?] seem to indicate that it is easier for a prov...
AbstractA major open problem in the theory of multi-prover interactive proofs is to characterize the...
AbstractIn this paper we introduce quantum interactive proof systems, which are interactive proof sy...
The report is a compilation of lecture notes that were prepared during the course ``Interactive Proo...
AbstractRecently, a hierarchy of probabilistic complexity classes generalizing NP has emerged in the...
We prove two results on interactive proof systems with 2-way probabilistic finite state verifiers. T...
AbstractWe show a rough equivalence between alternating time-space complexity and a public-coin inte...
AbstractRecently, a hierarchy of probabilistic complexity classes generalizing NP has emerged in the...
The celebrated PCP Theorem states that any language in NP can be decided via a verifier that reads O...
We show that interactive protocols between a prover and a verifier, a well-known tool of complexity ...
AbstractSuppose two provers agree in a polynomialpand want to reveal a single vaiuey=p(x) to a verif...
We show that every language in NP is recognized by a two-prover interactive proof system with the fo...
We show that every language in PSPACE, or equivalently, every language accepted by an unbounded roun...
AbstractWe look at complexity issues of interactive proof systems with multiple provers separated fr...
AbstractIn this paper we introduce quantum interactive proof systems, which are interactive proof sy...
Recent results in interactive proof systems [?][?] [?] seem to indicate that it is easier for a prov...
AbstractA major open problem in the theory of multi-prover interactive proofs is to characterize the...
AbstractIn this paper we introduce quantum interactive proof systems, which are interactive proof sy...
The report is a compilation of lecture notes that were prepared during the course ``Interactive Proo...
AbstractRecently, a hierarchy of probabilistic complexity classes generalizing NP has emerged in the...
We prove two results on interactive proof systems with 2-way probabilistic finite state verifiers. T...
AbstractWe show a rough equivalence between alternating time-space complexity and a public-coin inte...
AbstractRecently, a hierarchy of probabilistic complexity classes generalizing NP has emerged in the...
The celebrated PCP Theorem states that any language in NP can be decided via a verifier that reads O...
We show that interactive protocols between a prover and a verifier, a well-known tool of complexity ...
AbstractSuppose two provers agree in a polynomialpand want to reveal a single vaiuey=p(x) to a verif...
We show that every language in NP is recognized by a two-prover interactive proof system with the fo...