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1/2q 1/4;ql/2j oo[b 1/2q3/4/a;q 1/21 oo

By V. K. Lain

Abstract

c [c;q21 oo[cq/b2;q21 o ø [blo • I-b] o• and used it for obtaining an identity of Rogers-Ramanujan type. However, we can transform the 2•1 into a 2q•2 by using a result of Slater [7, 5.2.16], to obtain a summation formula for a particular basic bilateral hypergeometric series 2q•2: a,b;q;q/a I =«11[ ql/9--/b,q 3/2 /a,q

Year: 2014
OAI identifier: oai:CiteSeerX.psu:10.1.1.434.3825
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