AN EQUIVALENT FORM OF THE DUJELLA UNICITY CONJECTURE The Dujella unicity conjecture states that the diophantine equation x2 − (k 2 1)y 2 = k 2 - Diophantine equation - Document - PDFSEARCH.IO

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	AN EQUIVALENT FORM OF THE DUJELLA UNICITY CONJECTURE The Dujella unicity conjecture states that the diophantine equation x2 − (k 2 + 1)y 2 = k 2 Add to Reading List Document Date: 2014-11-27 21:12:16 Open Document File Size: 60,96 KB Share Result on Facebook IndustryTerm positive integer solution / positive solution / positive solutions / positive integer solutions / / Person John Robertson / / ProgrammingLanguage php / / URL http / SocialTag Euclidean algorithm Diophantine equations Mathematics Erdős–Straus conjecture

AN EQUIVALENT FORM OF THE DUJELLA UNICITY CONJECTURE The Dujella unicity conjecture states that the diophantine equation x2 − (k 2 + 1)y 2 = k 2Add to Reading List