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NCUEIR > College of Science > math > Periodical Articles > Item 987654321/17751

Please use this identifier to cite or link to this item: http://ir.ncue.edu.tw/ir/handle/987654321/17751

Title:	On the Series Expansion of The Gollnitz-Gordon Continued Fraction
Authors:	Chen, Sin-Da;Huang, Sen-Shan
Contributors:	數學系
Keywords:	Rogers-Ramanujan continued fraction;G�llnitz-Gordon continued fraction;Jacobi's triple product identity;Euler's identity;Partition;Colored partition
Date:	2005-03
Issue Date:	2013-12-30T06:57:08Z
Publisher:	World Scientific Publishing
Abstract:	We give combinatorial interpretations of the coefficients in the series expansions of the Göllnitz–Gordon continued fraction and its reciprocal. These combinatorial results enable us to determine the signs of the coefficients. At the end, we also derive some interesting identities involving the coefficients.
Relation:	International Journal of Number Theory, 1(1): 53-63
Appears in Collections:	[math] Periodical Articles

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