THE CLASSIFICATION OF p-LOCAL FINITE GROUPS OVER THE EXTRASPECIAL GROUP OF ORDER p AND EXPONENT p

Abstract

The concept of p-local finite group arise in the work of Broto-Levi-Oliver [2] as a generalization of the classical concept of finite group. These purely algebraic objects, defined in Section 2, are the culmination of a research programme, carried by several authors over the last three decades, in two apparently unrelated areas: Group Theory and Homotopy… (More)

Topics

2 Figures and Tables

Cite this paper

@inproceedings{ViruelTHECO, title={THE CLASSIFICATION OF p-LOCAL FINITE GROUPS OVER THE EXTRASPECIAL GROUP OF ORDER p AND EXPONENT p}, author={Antonio Viruel} }