Multiranks for Partitions into Multi-Colors Roberta Rui Zhou DOI: https://doi.org/10.37236/2203 Keywords: Partition congruences, Multirank, Jacobi's triple product identity, Quintuple product identity Abstract We generalize Hammond-Lewis birank to multiranks for partitions into colors and give combinatorial interpretations for multipartitions such as $b(n)$ defined by H. Zhao and Z. Zhong and $Q_{p_1;p_2}(n)$ defined by Toh congruences modulo 3, 5, 7. PDF Published 2012-04-16 Issue Volume 19, Issue 2 (2012) Article Number P8
