Anjelin Mariya Johnson

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

In this article, we discuss general generating functions for partitions of $n$ , simultaneously $s$ -regular and $t$ -distinct in 3-colors. In addition, we obtain infinite families of…

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 $ρ (n)$ , where the largest part $λ$ appears exactly once, and the remaining parts constitute a partition of $λ$ .…

math.NT2025

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…

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

On recent Partition function of Kaur and Rana

Additional Congruences for generalized Color Partitions of Hirschhorn and Sellers

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