%0 Journal Article
%T New combinatorial interpretations of some mock theta functions
%A A. K. Agarwal
%J Online Journal of Analytic Combinatorics
%D 2007
%I University of Auckland
%X In 1972, Bender and Knuth established a bijection between certain infinite matrices of non-negative integers and plane partitions and in [2] a bijection between Bender-Knuth matrices and n-color partitions was shown. Here we use this later bijection and translate the recently found n-color partition theoretic interpretations of four mock theta functions of S. Ramanujan in [1] to new combinatorial interpretations of the same mock theta functions involving Bender-Knuth matrices.
%U http://analytic-combinatorics.org/index.php/ojac/article/view/17