Anjelin Mariya Johnson

works on

colored partitions 1 congruences 1 generating functions 1 partition theory 1 regular and distinct partitions 1

From the 1 of 3 linked papers with an AI index.

collaborators

3 papers

math.CO2026

Arithmetic Properties for $k$ -Color Analogue of Simultaneously $s$ -Regular and $t$ -Distinct Partitions

Anjelin Mariya Johnson, S. N. Fathima

The paper studies generating functions for three‑color partitions that are simultaneously s‑regular and t‑distinct, and proves infinite families of congruences modulo powers of 3 f…

math.NT2026

Additional Congruences for generalized Color Partitions of Hirschhorn and Sellers

Anjelin Mariya Johnson, James A. Sellers, S. N. Fathima

Let $a_{k} (n)$ denote the number of partitions of $n$ wherein even parts come in only one color, while the odd parts may be ``colored" with one of $k$ colors, for fixed $k$ . In this…

math.CO2025

On recent Partition function of Kaur and Rana

Anjelin Mariya Johnson, S. N. Fathima

Recently, Kaur and Rana introduced the partition function denoted by $I ¨ (n)$ , where the largest part $I^»$ appears exactly once, and the remaining parts constitute a partition of $Î…

Arithmetic Properties for k-Color Analogue of Simultaneously s-Regular and t-Distinct Partitions

Additional Congruences for generalized Color Partitions of Hirschhorn and Sellers

On recent Partition function of Kaur and Rana

Arithmetic Properties for $k$ -Color Analogue of Simultaneously $s$ -Regular and $t$ -Distinct Partitions