Hamza Yesilyurt and Alexander Berkovich - Free people check

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Recent Preprints | Alexander Berkovich

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Alexander Berkovich, Hamza Yesilyurt. 12 pages. math.CO The BG-rank of a partition and its applications. Alexander Berkovich, Frank G. Garvan. 20 pages.

Surveys in Number Theory - Google Books

books.google.de

... Alexander Berkovich, Frank Garvan, and Hamza Yesilyurt. The program received external funding from the National Science Foundation, the National Security ...

[ v1] On Rogers-Ramanujan functions, binary quadratic forms...

arxiv.org

Title: On Rogers-Ramanujan functions, binary quadratic forms and eta-quotients. Authors: Alexander Berkovich, Hamza Yesilyurt. (Submitted ...

NEW IDENTITIES FOR 7-CORES WITH PRESCRIBED BG ...

citeseerx.ist.psu.edu

ALEXANDER BERKOVICH AND HAMZA YESILYURT. Abstract. Let π be a partition. BG-rank(π) is defined as an alternating sum of parities of ...

dblp: Alexander Berkovich

dblp.uni-trier.de

List of computer science publications by Alexander Berkovich

Google Groups: This week in the mathematics arXiv (6 Mar Mar)

: NT > Alexander Berkovich, Hamza Yesilyurt: New Identities for 7-cores with prescribed BG-rank math.NT

Google Groups: This week in the mathematics arXiv (13 Nov Nov)

: NT > Alexander Berkovich, Hamza Yesilyurt: Ramanujan's Identities and Representation of Integers by Certain Binary and Quaternary Quadratic Forms OA: ...

All web results to the name "Hamza Yesilyurt"

AMS :: Proceedings of the American Mathematical Society

www.ams.org

Alexander Berkovich and Hamza Yesilyurt, Ramanujan’s identities and representation of integers by certain binary and quaternary quadratic forms, Ramanujan J

A OEIS

oeis.org

Alexander Berkovich, Hamza Yesilyurt, On Rogers-Ramanujan functions, binary quadratic forms and eta-quotients, arXiv: v2 [math.NT],

(PDF) Ramanujan’s identities and representation of integers by...

www.academia.edu

By Alexander Berkovich. We revisit old conjectures of Fermat and Euler regarding the representation of integers by binary quadratic form x 2+5y 2. Making use...

nt.number theory - which integers take the form $x^2 + xy + y^2$? -...

mathoverflow.net

This is a quote from the arXiv version of Alexander Berkovich and Hamza Yesilyurt which has: Comments: 26 pages, no figures, fun to read.

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Hamza Yesilyurt and Alexander Berkovich Free People Check