ARITHMETIC PROGRESSIONS AND PELLIAN EQUATIONS JULIÁN AGUIRRE, ANDREJ DUJELLA, AND JUAN CARLOS PERAL We consider arithmetic progressions on Pellian equations x2 − d y 2 = m, i.e. integral solutions such that the y -co - Elliptic function - Document - PDFSEARCH.IO

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	ARITHMETIC PROGRESSIONS AND PELLIAN EQUATIONS JULIÁN AGUIRRE, ANDREJ DUJELLA, AND JUAN CARLOS PERAL We consider arithmetic progressions on Pellian equations x2 − d y 2 = m, i.e. integral solutions such that the y -co Add to Reading List Document Date: 2013-07-11 07:28:18 Open Document File Size: 174,83 KB Share Result on Facebook City Berlin / Bilbao / Springer-Verlag / Champaign / / Company Cambridge University Press / Wolfram Research Inc. / / Country Croatia / / / Facility University of Zagreb / / IndustryTerm parametric solution / http / Movie A. D. / / Organization Cambridge University / University of the Basque Country / Ministry of Science / Education and Sports / Basque Government / Department of Mathematics / University of Zagreb / / Person JULIÁN AGUIRRE / Petra Tadi / A. Bérczes / V / JUAN CARLOS PERAL / ANDREJ DUJELLA / / ProvinceOrState New York / / Technology html / / URL http / SocialTag Equations Polynomials Quartic function Number theory Elliptic curve Differential equation Mathematics Analytic number theory Elementary algebra

ARITHMETIC PROGRESSIONS AND PELLIAN EQUATIONS JULIÁN AGUIRRE, ANDREJ DUJELLA, AND JUAN CARLOS PERAL We consider arithmetic progressions on Pellian equations x2 − d y 2 = m, i.e. integral solutions such that the y -coAdd to Reading List