Hiremath, S, Raghavendra, R, Sunil, F, Danki, L, Rampure, M, Swamy, P, ...
Analytic proof of the partition identity $A_{5,3,3}(n) = B^0_{5,3,3}(n)$ (2007)
Chandrashekara, B. M., Raghavendra, R., Krattenthaler, C.
In this paper we give an analytic proof of the identity $A_{5,3,3}(n) =B^0_{5,3,3}(n)$, where $A_{5,3,3}(n)$ counts the number of partitions of $n$ subject to certain restrictions on their parts, and...
Analytic proof of the partition identity $A_{5,3,3}(n) = B^0_{5,3,3}(n)$ (2004)
Chandrashekara, B. M., Raghavendra, R., Krattenthaler, C.
In this paper we give an analytic proof of the identity $A_{5,3,3}(n) =B^0_{5,3,3}(n)$, where $A_{5,3,3}(n)$ counts the number of partitions of $n$ subject to certain restrictions on their parts, and...