Classification of seven-dimensional solvable Lie algebras with A_5,6 and A_3,1 ⊕ R² nilradical

Authors

Jordan Edwards, Grand Valley State University

Keywords

Classification, Lie algebras, solvable, nilradical

Disciplines

Mathematics | Physical Sciences and Mathematics

Mentor

Firas Hindeleh

Abstract

This paper provides a classification of seven-dimensional indecomposable solvable Lie algebras over R for which the nilradical is isomorphic to A_5,6 and A_3,1 ⊕ R² . We follow a technique that was first introduced by Mubarakzyanov.

ScholarWorks Citation

Edwards, Jordan, "Classification of seven-dimensional solvable Lie algebras with A_5,6 and A_3,1 ⊕ R² nilradical" (2025). Honors Projects. 965.
https://scholarworks.gvsu.edu/honorsprojects/965