2 papers
math.RA2026
Comaximal Graphs of finite-dimensional Lie algebras over finite fields: Triangle counts and structural invariants
David Towers, Yesneri Zuleta, Ismael Gutierrez
Let be a finite-dimensional Lie algebra over a field . The comaximal graph has as vertices the proper nonzero subalgebras of , two of them adjacent whenever they g…
math.RA2026
The comaximal graph of a finite-dimensional Lie algebra
David A. Towers, Yesneri Zuleta, Ismael Gutierrez
In this paper, we introduce the comaximal graph of a finite-dimensional Lie algebra , whose vertices are the nontrivial proper Lie subalgebras of over a field $\mathb…