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- W1697372926 abstract "We show the following new lowness results for the probabilistic class ZPPNP.- The class AM ∩ coAM is low for ZPPNP. As a consequence it follows that Graph Isomorphism and several group-theoretic problems known to be in AM ∩ coAM are low for ZPPNP.- The class IP[P=poly], consisting of sets that have interactive proof systems with honest provers in P=poly, is also low for ZPPNP.We consider lowness properties of nonuniform function classes, namely, NPMV/poly, NPSV/poly, NPMVt/poly, and NPSVt/poly. Specifically, we show that- Sets whose characteristic functions are in NPSV/poly and that have program checkers (in the sense of Blum and Kannan [8]) are low for AM and ZPPNP.- Sets whose characteristic functions are in NPMVt/poly are low for Σ2p." @default.
- W1697372926 created "2016-06-24" @default.
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- W1697372926 date "2000-01-01" @default.
- W1697372926 modified "2023-10-16" @default.
- W1697372926 title "Graph Isomorphism Is Low for ZPP(NP) and Other Lowness Results" @default.
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- W1697372926 doi "https://doi.org/10.1007/3-540-46541-3_36" @default.
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