Classification of seven-dimensional solvable Lie algebras with A_5,2 and A_5,3 nilradicals

Authors

Robert Dolan, Grand Valley State University

Disciplines

Mathematics

Mentor

Firas Hindeleh

Abstract

This paper provides a classification of seven-dimensional indecomposable solvable Lie algebras over the reals for which the nilradical is isomorphic to A_5,2 and A_5,3. We follow a technique that was first introduced by Mubarakzyanov.

ScholarWorks Citation

Dolan, Robert, "Classification of seven-dimensional solvable Lie algebras with A_5,2 and A_5,3 nilradicals" (2023). Honors Projects. 922.
https://scholarworks.gvsu.edu/honorsprojects/922