Even if it has been less than a decade and a half since Tian introduced his concept of
evolution algebras to represent algebraically non-Mendelian rules in Genetics, their study is …

In this work we study the space of derivations of non-degenerate evolution algebras. We
improve some results obtained recently in the literature and, as a consequence, we advance …

We study the space of derivations for some finite-dimensional evolution algebras,
depending on the twin partition of an associated directed graph. For evolution algebras with …

The space of derivations of finite dimensional evolution algebras associated to graphs over
a field with characteristic zero has been completely characterized in the literature. In this …

Evolution algebras are currently widely studied due to their importance not only “per se” but
also for their many applications to different scientific disciplines, such as Physics or …

As a system of abstract algebra, evolution algebras are commutative and non-associative
algebras. There is no deep structure theorem for general non-associative algebras …

In this work we study the space of derivations of non-degenerate evolution algebras. We
improve some results obtained recently in the literature and, as a consequence, we advance …

The present manuscript deals with different aspects of the theory of evolution algebras, all of
them related to the evolution operator. The distribution of the manuscript is detailed below. In …

Evolution algebras are non-associative in general, that is, the binary multiplication law is not
associative. However, there exist some of them that are associative. In this paper we deal …

Although since their introduction by Tian in 2004, evolution algebras have been the subject
of a very deep study in the last years due to their numerous applications to other disciplines …