Elementary equivalence of stable linear groups over fields of characteristic 2

TL;DR

This paper establishes a criterion to determine when stable linear groups over fields of characteristic two are elementarily equivalent, contributing to the understanding of their logical and algebraic properties.

Contribution

It provides a new criterion for elementary equivalence specifically for stable linear groups over fields of characteristic two.

Findings

Criterion for elementary equivalence established

Applicable to stable linear groups over characteristic two fields

Advances understanding of logical properties of these groups

Abstract

In this paper, we prove a criterion of elementary equivalence of stable linear groups over fields of characteristic two.