Analytic proof of the partition identity $A_{5,3,3}(n)=B_{5,3,3}^0(n)$

Padmavathamma, B. M. Chandrashekara, R. Raghavendra +1

In this paper we give an analytic proof of the identity $A_{5,3,3}(n)=B_{5,3,3}^0(n)$, where $A_{5,3,3}(n)$ counts the number of partitions of $n$ subject to certain restrictions…