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On Quadratic Conjecture by Duan, Jingjing; An, Lijian is a scholarly article available to read on EtoBox.

What is On Quadratic Conjecture about?

Quadratic conjecture is a strengthening of oliver's $p$-group conjecture. Let $G$ be a $p$-group of maximal class of order $p^n$. We prove that if $n\le 8$ or $n\ge \max\{2p-6,p+2\}$ then $G$ satisfies Quadratic Conjecture. Hence quadratic conjecture holds if $G$ is a $p$-group of maximal class where $p\le 7$.

Author

Duan, Jingjing; An, Lijian

Published

2023

Language

EN