Florian Luca und Diophantine - Info zur Person

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Florian Luca - Romanian mathematician (1969-) - PeoplePillpeoplepill.com › people › florian-luca

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Florian Luca (born 16 March in Galați) is a Romanian mathematician who specializes in number theory with emphasis on Diophantine equations, ...

REAL NUMBERS THAT HAVE GOOD DIOPHANTINE â€¦

emis.de

Ø§Ù„ÙˆÙŠØ¨Andreas Dress & Florian Luca (Bielefeld & Morelia) Abstract. In this note, we show that if Î± is a real number such that there exist a constant c and a sequence of non-zero integers â€¦

[ ] A note on the number of $S$-Diophantine quadruples

arxiv.org

Authors: Florian Luca, Volker Ziegler. (Submitted on 7 Mar (v1), last revised 24 Mar (this version, v2)). Abstract: Let $(a_1,\dots, a_m)$ be an ...

Diophantine Equations Florian Luca - Dartmouth Math Department

math.dartmouth.edu

EFFECTIVE METHODS FOR DIOPHANTINE EQUATIONS. Diophantine Equations. Florian Luca. Universidad Nacional Autónoma de México ...

Diophantine equations with generalized Fibonacci numbers by Florian...

at.yorku.ca

Diophantine equations with generalized Fibonacci numbers by. Florian Luca UNAM, Campus Juriquilla and Wits University, Johannesburg Coauthors: Jhon J.

Wikipedia: Florian Luca - Wikipediaen.wikipedia.org › wiki › Florian_Luca

Florian Luca (born 16 March 1969, in Galați) is a Romanian mathematician who specializes in number theory with emphasis on Diophantine equations, ...

Alle Infos zum Namen "Florian Luca"

Florian Luca - Net Worth, Age, Height, Bio, Birthday, Wiki!allfamousbirthday.com › florian-luca

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Florian Luca (born 16 March in Galați) is a Romanian mathematician who specializes in number theory with emphasis on Diophantine equations, linear ...

NYJM - Links page for Yann Bugeaud and Florian Luca

nyjm.albany.edu

New York Journal of Mathematics 12 (2006), On Pillai's Diophantine equation · Yann Bugeaud and Florian Luca. Links to reviews and related works ...

P Explicit Problems in Diophantine Analysis and Geometry

fuchsc.sbg.ac.at

Florian Luca (Mexico), Yann Bugeaud (Strasbourg), Kwok Chi Chim (Graz), Gisbert Wüstholz (Zurich/ Graz), ...

EUDML | On the Diophantine equation $x² + 2^{α}13^{β} = yⁿ$

eudml.org

Florian Luca, and Alain Togbé. "On the Diophantine equation $x² + 2^{α}13^{β} = yⁿ$." Colloquium Mathematicae (2009):

SMC

fuchsc.sbg.ac.at

Further Information Florian Luca (Mexico): Diophantine m-tuples with values in linear recurrences. Thursday, 23 April at 3.15pm, SR II Further Information

Verwandte Suchanfragen zu Florian Luca

Lecture Hall
Luca Ulrich

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Florian Luca und Diophantine Person-Info