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Algebra / Schwartz–Zippel lemma / Degree of a polynomial / Pseudorandom generator / Time complexity / Circuit complexity / Quasi-polynomial / Irreducible polynomial / NP / Mathematics / Polynomials / Theoretical computer science


Classifying polynomials and identity testing MANINDRA AGRAWAL1,∗ and RAMPRASAD SAPTHARISHI2 1 2
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Document Date: 2010-02-23 06:21:54


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Company

IBM / Kao / /

Country

India / /

Currency

pence / /

/

Facility

Chennai Mathematical Institute / Indian Institute of Technology / /

IndustryTerm

deterministic solution / deterministic algorithms / polynomial time algorithms / efficient algorithm / i.e. solutions / randomness-efficient algorithms / randomized polynomial time algorithms / deterministic polynomial time identity testing algorithm / randomized algorithm / polynomial time algorithm / earlier algorithms / efficient deterministic algorithm / deterministic polynomial time algorithm / randomized solutions / black-box algorithm / deterministic algorithm / quasi-polynomial algorithms / computing / earlier algorithm / suitable deterministic algorithm / stronger algorithm / gi computing / /

Organization

Indian Institute of Technology / Kanpur / Chennai Mathematical Institute / /

Position

class VP / VP / /

Technology

deterministic PIT algorithm / earlier algorithm / suitable deterministic algorithm / efficient algorithm / earlier algorithms / deterministic algorithms / efficient deterministic algorithm / polynomial time algorithm / previous randomized algorithms / randomized algorithms / black-box algorithm / deterministic algorithm / Though deterministic algorithms / randomized polynomial time algorithms / quasi-polynomial algorithms / 2 The algorithm / polynomial time algorithms / much stronger algorithm / randomness-efficient algorithms / deterministic black-box PIT algorithm / polynomial time PIT algorithm / deterministic polynomial time identity testing algorithm / PIT algorithm / lower bounds Black-box algorithms / deterministic polynomial time algorithm / /

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