Tame Automorphisms Fixing a Variable of Free Associative Algebras of Rank Three
Vesselin Drensky, Jie-Tai Yu
Abstract
We study automorphisms of the free associative algebra K<x,y,z> over a field K which fix the variable z. We describe the structure of the group of z-tame automorphisms and derive algorithms which recognize z-tame automorphisms and z-tame coordinates.
Create a lesson
Related papers
Hopkins-Levitzki Type Theorems for Groupoid Graded Rings
Zaqueu Cristiano, Wellington Marques de Souza, Javier Sánchez
An Algebraic Framework for Data Systems: Classification and Optimization of Algebraic Structures for Data Organization and Coding
Kendy Inoa
Integral coefficient rings and homological dimensions of algebras
Yu-Zhe Liu
Properties of the V-Monoid of Weighted Leavitt Path Algebras
Rishabh Goswami, Alfilgen Sebandal
Prime ideals and representations of the bosonization of the super Jordan plane
Tao Lu
Irreducible Z+-modules over some Z+-rings
Yue Meng