Dilpreet Kaur

collaborators

2 papers

math.GR2026

Commuting graph of non-abelian groups of order $p^{n}$ with center having $p^{n - 2}$ elements

Dilpreet Kaur, Gaurav Kumar, Shivam Tiwari

Let $G$ be a group. The commuting graph $I^¶ (G, V)$ of a group $G$ has a vertex set $V \subseteq G,$ two vertices are connected with an edge if the corresponding elements commute in…

math.GR2025

Classification of simple quandles of small order

Dilpreet Kaur, Pushpendra Singh

In this article, we define quasiprimitive quandles and describe them with the help of quasiprimitive permutation groups. As a consequence, we enumerate finite non-affine simple qua…

Commuting graph of non-abelian groups of order pn with center having pn−2 elements

Classification of simple quandles of small order

Commuting graph of non-abelian groups of order $p^{n}$ with center having $p^{n - 2}$ elements