Douglas Bowman, James Mc Laughlin, Andrew V. Sills
Published 2006-07-07, updated 2018-12-22Version 3
In this we paper we prove several new identities of the Rogers-Ramanujan-Slater type. These identities were found as the result of computer searches. The proofs involve a variety of techniques, including series-series identities, Bailey pairs, a theorem of Watson on basic hypergeometric series, generating functions and miscellaneous methods.
Comments: 16 pages
Journal: The Ramanujan Journal Volume 18, Issue 3 (2009), Page 307
Cyclotomic valuation of $q$-Pochhammer symbols and $q$-integrality of basic hypergeometric series
Some $q$-supercongruences from transformation formulas for basic hypergeometric series
Some Implications of the WP-Bailey Tree
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