| Document Date: 2003-01-16 12:35:25
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City San Francisco / London / Newark / New York / Paris / Oxford / / Company Zn / G.E. Stechert & Co. / Frederick Ungar Publishing Co. / W.H. Freeman and Co. / SLm / Schering / John Wiley & Sons / / Event Reorganization / / Facility Mathematical Sciences University of Delaware / M. Hall / / IndustryTerm abelian / polynomial-time algorithm / additive / integer solution / / Organization ON SYSTEMS OF LINEAR DIOPHANTINE EQUATIONS FELIX LAZEBNIK Department / University of Delaware / / Person N. Bourbaki / Gary Ebert / D. O. Tall / Andrew Woldar / Nat / Todd Powers / I. N. Stewart / / Position author / editor / / ProvinceOrState Delaware / New York / / Technology polynomial-time algorithm / Polynomial time algorithms / /
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ON SYSTEMS OF LINEAR DIOPHANTINE EQUATIONS FELIX LAZEBNIK Department of Mathematical Sciences University of Delaware, Newark, DE 19716, USA Introduction Something happened to me recently I would wager has happened to ma