S. Chandankumar

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math.CO2025

Extending Recent Congruence Results on $t$ -Schur overpartitions

K. C. Ajeyakashi, H. S. Sumanth Bharadwaj, S. Chandankumar

Recently, Nadji and Ahmia~\cite{nadji2021} introduced the notion of $t$ -Schur overpartitions and investigated their combinatorial and arithmetic properties. In this paper, we exten…

math.CO2025

Arithmetic properties of $(ℓ, m)$ -regular colored partitions

Yashas N., C. Shivashankar, S. Chandankumar

Let $b_{ℓ, m}^{k} (n)$ denotes the number of $k -$ colored partitions of $n$ into parts that are not multiples of $ℓ$ or $m$ . We establish several congruence relations for $b_{\e…

Extending Recent Congruence Results on t-Schur overpartitions

Arithmetic properties of (ℓ,m)-regular colored partitions

Extending Recent Congruence Results on $t$ -Schur overpartitions

Arithmetic properties of $(ℓ, m)$ -regular colored partitions