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An overpartition analogue of partitions with bounded differences between largest and smallest parts

Authors:	Shane Chern

Affiliation:	Department of Mathematics, Pennsylvania State University, University Park, PA 16802, USA

Abstract:	We study the generating function for overpartitions with bounded differences between largest and smallest parts, which is analogous to a result of Breuer and Kronholm on integer partitions. We also connect this problem with over $q$ -binomial coefficients introduced by Dousse and Kim.

Keywords:	Overpartition Bounded difference between largest and smallest parts
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