Full text of "Jacobian Elliptic Functions, Continued Fractions and...
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Nikos Bagis Department of Informatics Aristotle University of Thessaloniki Thessaloniki, Greece and M.L. Glasser Department of Physics Clarkson University Potsdam, New York (USA) Abstract In this article we present ways to evaluate certain sums, products and continued fractions using tools from the theory of ...
[ ] Generalizations of Ramanujans Continued fractions
arxiv.org
Jul 13, · Title: Generalizations of Ramanujans Continued fractions. Authors: Nikos Bagis (Submitted on 13 Jul , last revised 7 Aug (this version, v2)) Abstract: In this article we continue a previous work in which we have generalized the Rogers Ramanujan continued fraction (RR) introducing what we call, the Ramanujan-Quantities (RQ). We use the ...
Jacobian Elliptic Functions, Continued Fractions and Ramanujan...
www.scienceopen.com
In this article we present ways to evaluate certain sums, products and
continued fractions using tools from the theory of elliptic functions. The
specific...
[ ] Jacobian Elliptic Functions, Continued Fractions and...
arxiv.org
Authors: Nikos Bagis, M.L. Glasser. (Submitted on 15 Jan 2010). Abstract: In this article we present ways to evaluate certain sums, products and continued ...
[ ] The complete evaluation of Rogers Ramanujan and other...
arxiv.org
Authors: Nikos Bagis. (Submitted on 7 Aug (v1), last revised 24 Jun (this version, v2)). Abstract: In this article we present evaluations of continued fractions studied by Ramanujan. More precisely we give the complete polynomial equations of Rogers-Ramanujan and other continued fractions, using tools from the ...
Jacobian Elliptic Functions, Continued Fractions and Ramanujan...
core.ac.uk
By Nikos Bagis and M. L. Glasser. Abstract. In this article we present ways to evaluate certain sums, ...
Generalizations of Ramanujans Continued fractions : Nikos Bagis :...
archive.org
Generalizations of Ramanujans Continued fractions. by Nikos Bagis. Publication date Collection arxiv; additional_collections; journals.
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Nikos Bagis,M. L. Glasser Mathematics , 2010, Abstract: In this article we present ways to evaluate certain sums, products and continued fractions using tools from the theory of elliptic functions. The specific results appear to be new, although similar ones can be found in the leterature; in most cases the methods applied are different.
The complete evaluation of Rogers Ramanujan and other continued...
core.ac.uk
The complete evaluation of Rogers Ramanujan and other continued fractions with elliptic functions . By Nikos Bagis.
Generalizations of Ramanujans Continued fractions : Nikos Bagis :...
www.purl.oclc.org
In this article we continue a previous work in which we have generalized the Rogers Ramanujan continued fraction (RR) introducing what we call, the...
(PDF) Evaluations of Ramanujan Continued Fractions | Nikos Bagis -...
www.academia.edu
Evaluation of Ramanujan Continued Fractions Nikos Bagis Stenimahou 5 Edessa Pellas Greece Abstract In this paper we present experimental ways of evaluating Ramanujan`s quantities which as someone can see are related with algebraic numbers.
(PDF) Modular Equations and Evaluations of Ramanujan Quantities |...
www.academia.edu
Generalizations of Ramanujans Continued fractions Nikos Bagis arXiv: v2 ...
(PDF) Jacobian Elliptic Functions, Continued Fractions and Ramanujan...
www.academia.edu
In this article we present ways to evaluate certain sums, products and continued fractions using tools from the theory of elliptic functions. The specific...
[ ] Generalizations of Ramanujans Continued fractions
128.84.21.199
... Nikos Bagis (Submitted on 13 Jul , last revised 7 Aug (this version, v2)) Abstract: In this article we continue a previous work in which we have ...
[ ] Evaluations of Ramanujan Continued Fractions
128.84.21.199
... Nikos Bagis (Submitted on 24 Dec 2009) Abstract: In this paper we present experimental ways of evaluating Ramanujan`s quantities which as someone can see …
arXiv.org Search
128.84.21.199
Authors: Nikos Bagis. Comments: Ramanujan; Continued Fractions;Elliptic Functions Subjects: General Mathematics (math.GM) 23. arXiv: [pdf, ps, other]
nt.number theory - Rogers-Ramanujan continued fraction $R(e^{-2 \pi...
mathoverflow.net
Nikos Bagis D polytope analogues of the icosahedron/Rogers-Ramanujan continued fraction relationship? 5. Are these two $q$-continued fractions ...
General Mathematics
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The final chapter suggests 66 problems. Evaluations of Ramanujan Continued Fractions · Nikos Bagis. Dec math.GM. Scited. 1. Scite!
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