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A multilateral Bailey Lemma and multiple Andrews--Gordon identities by Coskun, Hasan is a scholarly article available to read on EtoBox.

What is A multilateral Bailey Lemma and multiple Andrews--Gordon identities about?

A multilateral Bailey Lemma is proved, and multiple analogues of the Rogers--Ramanujan identities and Euler's Pentagonal Theorem are constructed as applications. The extreme cases of the Andrews--Gordon identities are also generalized using the multilateral Bailey Lemma where their final form is written in terms of determinants of theta functions.

Author
Coskun, Hasan
Published
2010
Language
EN

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