| Document Date: 2004-11-18 06:12:14
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Company CMI / CNF / / Currency pence / USD / / Facility Indian Institute of Technology Kanpur / NP Problem The Clay Mathematics Institute of Cambridge / / IndustryTerm polynomial-time factoring algorithm / binary operator / distributive law / combinatorial algorithms / complicated sorting algorithm / binary search / exhaustive search techniques / computing / convex hull algorithm / sequential algorithms / generous accounting / polynomial-time factoring algorithms / / OperatingSystem L3 / / Organization Indian Institute of Technology Kanpur / Clay Mathematics Institute of Cambridge / / Person Leonid Levin / Stephen Cook / / Position algorithm designer / read/write head / Traveling Salesman / salesman / Dean / programmer / / ProgrammingLanguage K / / ProvinceOrState Oregon / Massachusetts / / Technology cryptography / corresponding algorithms / ridiculously complicated sorting algorithm / polynomial-time factoring algorithm / polynomial-time factoring algorithms / simulation / Factoring algorithms / convex hull algorithm / / URL www.claymath.org / www.claymath.org/Millennium_Prize_Problems/P_vs_NP / /
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jn2004[removed]Complexity: P & NP Goals of this chapter: Given a model of computation and a measure of complexity of computations, it is possible to define the inherent complexity of a class of problems. This is a lowe