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Diophantine equations


A NOTE ON THE NUMBER OF S-DIOPHANTINE QUADRUPLES FLORIAN LUCA AND VOLKER ZIEGLER Abstract. Let (a1 , . . . , am ) be an m-tuple of positive, pairwise distinct integers. If for all 1 ≤ i < j ≤ m the prime divisors of
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Document Date: 2014-03-24 08:36:15

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City

Linz / Santiago / /

Country

France / Austria / India / /

Currency

pence / /

/

Facility

F. Luca Mathematical Institute / V. Ziegler Johann Radon Institute / Mathematics University / /

IndustryTerm

projective solution / projective solutions / multiplicative / non-degenerate solutions / degenerate solution / /

Organization

Mathematics University of the Witwatersrand P. O. Box Wits / F. Luca Mathematical Institute / Institute for Computational and Applied Mathematics / Austrian Academy of Sciences Altenbergerstr / Austrian Science Fund / /

Person

Arne Winterhof / VOLKER ZIEGLER / FLORIAN LUCA / Duke Math / Bugeaud / /

Position

first author / Professor / second author / /

Region

South Africa / /

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