THE EQUIVALENCE OF TWO SEMI-FINITE FORMS OF THE QUINTUPLE PRODUCT IDENTITY

Authors

  • JUN-MING ZHU
  • ZI-QIAN HUANG

Keywords:

quintuple product identity; semi-finite form; Abel’s method on summation by parts; q-series.

Abstract

Two semi-finite forms of the quintuple product identity are proved to be equivalent by means of Abel’s method on summation by parts.

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Published

2022-12-31

How to Cite

JUN-MING ZHU, & ZI-QIAN HUANG. (2022). THE EQUIVALENCE OF TWO SEMI-FINITE FORMS OF THE QUINTUPLE PRODUCT IDENTITY. Utilitas Mathematica, 119, 80–83. Retrieved from https://utilitasmathematica.com/index.php/Index/article/view/1555

Issue

Vol. 119 (2022): Volume 119, 2022

Section

Articles

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