1342 - 2812 One - Way Functions and the Isomorphism Conjecture

Abstract

We study the Isomorphism Conjecture proposed by Berman and Hartmanis. It states that all sets complete for NP under polynomial-time many-one reductions are P-isomorphic to each other. From previous research it has been widely believed that all NP-complete sets are reducible each other by one-to-one and length-increasing polynomial-time reductions, but we… (More)

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Cite this paper

@inproceedings{Watanabe200913422, title={1342 - 2812 One - Way Functions and the Isomorphism Conjecture}, author={Osamu Watanabe}, year={2009} }