A GENERALIZATION OF THE CONGRUENT NUMBER PROBLEM LARRY ROLEN Abstract. We study a certain generalization of the classical Congruent Number Problem. Specifically, we study integer areas of rational triangles with an arbit - Classical geometry - Document - PDFSEARCH.IO

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	A GENERALIZATION OF THE CONGRUENT NUMBER PROBLEM LARRY ROLEN Abstract. We study a certain generalization of the classical Congruent Number Problem. Specifically, we study integer areas of rational triangles with an arbit Add to Reading List Open Document File Size: 418,60 KB Share Result on Facebook City Liouville / London / New York / Paris / / Company Let us / / Facility University of Wisconsin / / IndustryTerm integral solutions / nontrivial integral solutions / / OperatingSystem BSD / / Organization National Science Foundation / University of Wisconsin / / Person Ken Ono / David Brown / LARRY ROLEN / / Position author / conductor / / ProvinceOrState Wisconsin / New York / Maine / / SocialTag Analytic number theory Elliptic curves Triangle geometry Diophantine equations Congruent number Pythagorean triple Riemann hypothesis Prime number Infinite descent Mathematics

A GENERALIZATION OF THE CONGRUENT NUMBER PROBLEM LARRY ROLEN Abstract. We study a certain generalization of the classical Congruent Number Problem. Specifically, we study integer areas of rational triangles with an arbitAdd to Reading List