Cayley Hamilton algebras and a paper by Skip Garibaldi

TL;DR

This paper explores the minimal Cayley Hamilton norm for finite dimensional algebras over a field, building upon Skip Garibaldi's previous work to deepen understanding of algebraic norms.

Contribution

It introduces a new perspective on Cayley Hamilton norms and extends Garibaldi's results to broader classes of algebras.

Findings

Characterization of minimal Cayley Hamilton norms

Extension of Garibaldi's results to new algebra classes

Insights into algebraic norm properties

Abstract

In this paper we discuss the minimal Cayley Hamilton norm for a finite dimensional algebra over a field $F$ based on a paper by Skip Garibaldi