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Modular arithmetic / Covering system / Chinese remainder theorem / Prime number / Coprime / Pairwise coprime / Quadratic residue / Residue number system / Mathematics / Number theory / Abstract algebra


S IEVING BY LARGE INTEGERS
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Document Date: 2006-11-10 11:45:04

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Columbia / /

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Facility

University of Illinois / Mathematics University of Illinois Urbana / Mathematics University of South Carolina Columbia / Mathematics Moscow State University / University of South Carolina / /

Organization

Mathematics University / Sergei Konyagin Department of Mathematics Moscow State University Moscow / Kevin Ford Department / Carl Pomerance Department of Mathematics Dartmouth College Hanover / University of Illinois / IEVING BY LARGE INTEGERS AND COVERING SYSTEMS OF CONGRUENCES Michael Filaseta Department / Mathematics University of Illinois Urbana / University of South Carolina / National Science Foundation / Gang Yu Department / /

Person

Gang Yu / Carl Pomerance / Kevin Ford / Michael Filaseta / Sergei Konyagin / /

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author / first author / second author / /

Product

SC / /

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South Carolina / Illinois / /

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