Manuel Ceballos González

Manuel Ceballos González is a Researcher at the Universidad de Sevilla within the Department of Economics, Quantitative Methods, and Economic History. His academic work spans mathematics, computer science, and combinatorics, focusing on Lie algebras, Leibniz algebras, and evolution algebras.

• Education: PhD in Mathematics from Universidad de Sevilla (2012), with a thesis on abelian subalgebras and ideals in Lie algebras.

His research explores the intersection of algebraic structures and combinatorial methods, particularly through matrix representations and graph-theoretic approaches. Key contributions include algorithms for computing abelian subalgebras, classifications of filiform Lie algebras, and studies on evolution algebras linked to (pseudo)digraphs.

The 15 most recent publications highlight his work on solvable Leibniz algebras, Zinbiel algebras, and combinatorial structures in upper-triangular matrices. These articles reflect a blend of nonassociative ring theory, graph theory, and computational algebra, with applications in mathematical modeling and symbolic computation.

Collaborations with prominent mathematicians like Juan Núñez-Valdés and Ángel F. Tenorio underscore his integration into the academic community. While no specific awards are listed, his extensive co-authorship network (35 joint publications) and contributions to zbMATH-indexed journals indicate significant scholarly impact.