On Apery numbers and generalized central trinomial coefficients
Zhi-Wei Sun
TL;DR
This paper explores properties of Apery numbers and generalized central trinomial coefficients, combining results from multiple preprints to enhance understanding of these mathematical sequences and their interrelations.
Contribution
It integrates and extends previous findings on Apery numbers and trinomial coefficients, providing a unified treatment and new insights into their properties.
Findings
Enhanced understanding of Apery numbers and polynomials.
New results on generalized trinomial coefficients.
Integration of multiple preprints for comprehensive analysis.
Abstract
We decide to combine this preprint with two other ones (arXiv:1101.1946 and arXiv:1008.3887). The results on Apery numbers and polynomials will be added to the new version of arxiv:1101.1946, and those results on generalized trinomial coefficients will be added to the new version of arxiv:1008.3887
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Taxonomy
TopicsAlgebraic Geometry and Number Theory · Advanced Algebra and Geometry · Algebraic structures and combinatorial models