Crossed products whose unit group is locally solvable

TL;DR

This paper investigates the structure of crossed product algebras where the unit group exhibits local solvability, providing insights into their algebraic properties and classifications.

Contribution

It introduces new criteria for the local solvability of unit groups in crossed products and explores their implications for algebraic structure.

Findings

Characterization of crossed products with locally solvable unit groups

Identification of conditions ensuring local solvability

Examples illustrating the theoretical results

Abstract

Crossed products whose unit group is locally solvable