New generalization of cubic partition of 
Abstract
Let
be the generalization of the cubic partition function
. In this paper, we prove some new congruences modulo odd prime
by taking
and
using
-series identities. We study congruence properties of generalization of cubic partition function for different values of
and give some particular cases as examples.







DOI Code:
10.1285/i15900932v42n2p7
Keywords:
Partitions; k-colors; Partition Congruences
Full Text: PDF