Misheel Otgonbayar

most citedUnexpected Biases between Congruence Classes for Parts in k-indivisible Partitions

6 citations · 6 across the 3 of their papers we have counts for

collaborators

3 papers

math.CO2023

Parts in $k$ -indivisible Partitions Always Display Biases between Residue Classes

Faye Jackson, Misheel Otgonbayar

Let $k, t$ be coprime integers, and let $1 \leq r \leq t$ . We let $D_{k}^{\times} (r, t; n)$ denote the total number of parts among all $k$ -indivisible partitions (i.e., those partitions…

math.CO2022★ 6 cited

Unexpected Biases between Congruence Classes for Parts in k-indivisible Partitions

Faye Jackson, Misheel Otgonbayar

For integers $k, t \geq 2$ , and $1 \leq r \leq t$ let $D_{k}^{\times} (r, t; n)$ be the number of parts among all $k$ -indivisible partitions of $n$ (i.e., partitions where all parts are not…

math.CO2022

Biases among Congruence Classes for Parts in k-regular Partitions

Faye Jackson, Misheel Otgonbayar

For integers $k, t \geq 2$ and $1 \leq r \leq t$ let $D_{k} (r, t; n)$ be the number of parts among all $k$ -regular partitions (i.e., partitions of $n$ where all parts have multiplicity l…

Parts in k-indivisible Partitions Always Display Biases between Residue Classes

Unexpected Biases between Congruence Classes for Parts in k-indivisible Partitions

Biases among Congruence Classes for Parts in k-regular Partitions

Parts in $k$ -indivisible Partitions Always Display Biases between Residue Classes