[HTML][HTML] Partition identities from third and sixth order mock theta functions
YS Choi, B Kim - European Journal of Combinatorics, 2012 - Elsevier
YS Choi, B Kim
European Journal of Combinatorics, 2012•ElsevierIn a recent paper, the first author gave a connection between bilateral basic hypergeometric
series and mock theta functions, which led to many new identities involving mock theta
functions. This paper is a sequel, and our goal is to provide partition theoretic properties of
new identities involving third or sixth order mock theta functions.
series and mock theta functions, which led to many new identities involving mock theta
functions. This paper is a sequel, and our goal is to provide partition theoretic properties of
new identities involving third or sixth order mock theta functions.
In a recent paper, the first author gave a connection between bilateral basic hypergeometric series and mock theta functions, which led to many new identities involving mock theta functions. This paper is a sequel, and our goal is to provide partition theoretic properties of new identities involving third or sixth order mock theta functions.
Elsevier
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