Błażej Żmija

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2 papers

math.CO2024

$M$ -ary partition polynomials

Błażej Żmija

Let $M = (m_{i})_{i = 0}^{\infty}$ be a sequence of integers such that $m_{0} = 1$ and $m_{i} \geq 2$ for $i \geq 1$ . In this paper we study $M$ -ary partition polynomials $(p_{M}(n,t))_{n=…

math.NT2024

High order congruences for $M$ -ary partitions

Błażej Żmija

For a sequence $M = (m_{i})_{i = 0}^{\infty}$ of integers such that $m_{0} = 1$ , $m_{i} \geq 2$ for $i \geq 1$ , let $p_{M} (n)$ denote the number of partitions of $n$ into parts of the form…

M-ary partition polynomials

High order congruences for M-ary partitions

$M$ -ary partition polynomials

High order congruences for $M$ -ary partitions