Arithmetic properties of 3-regular 6-tuple partitions

Author:

Murugan P.,Fathima S. N.ORCID

Funder

Pondicherry University

Publisher

Springer Science and Business Media LLC

Subject

Applied Mathematics,General Mathematics

Reference27 articles.

1. Abinash, S., Kathiravan, T. and Srilakshmi, K.: Some New Congruences for $$l$$-Regular Partitions Modulo $$13$$, $$17$$, and $$23$$. Hardy-Ramanujan Journal, Hardy-Ramanujan Society. 42, (2020)

2. Adiga, C. and Dasappa, R.: Congruences for $$7$$ and $$49$$-regular partitions modulo powers of $$7$$. Ramanujan J. 46, 821-833 (2018)

3. Barman, R. and Ray, C.: Divisibility of Andrews’ singular overpartitions by powers of $$2$$ and $$3$$. Res. Number Theory 5(22), 1-7 (2019)

4. Baruah, N.D. and Das, H.: Generating functions and congruences for $$9$$-regular and $$27$$-regular partitions in $$3$$ colours. Hardy-Ramanujan J. 44, 102-115 (2021)

5. Berndt, B.C.: Number theory in the spirit of Ramanujan, vol 34. American Mathematical Society (2006)

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