N. Saikia

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20162026

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Showing 2021Show all

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math.NT2021

Some New Congruences Modulo Powers of 2 For $(j, k)$ -Regular Overpartition

Riyajur Rahman, Nipen Saikia

Let $p_{j, k} (n)$ denotes the number of $(j, k)$ -regular overpartitions of a positive integer $n$ such that none of the parts is congruent to $j$ modulo $k$ . Naika et. al.…

math.NT2021

Arithmetic Properties For $(r, s)$ -Regular Partition Functions With Distinct Parts

Rinchin Drema, Nipen Saikia

For any relatively prime integers $r$ and $s$ , let $a_{r, s} (n)$ denote the number of $(r, s)$ -regular partitions of a positive integer of $n$ into distinct parts. Prasad and Prasad…

Some New Congruences Modulo Powers of 2 For (j,k)-Regular Overpartition

Arithmetic Properties For (r,s)-Regular Partition Functions With Distinct Parts

Some New Congruences Modulo Powers of 2 For $(j, k)$ -Regular Overpartition

Arithmetic Properties For $(r, s)$ -Regular Partition Functions With Distinct Parts