e/Non-associative algebra

Information
has gloss	eng: A non-associative algebra (or distributive algebra) over a field (or a ring) K is a K-vector space (or more generally a module ) A equipped with a K-bilinear map A \times A \rightarrow A. There are left and right multiplication maps L_a : x \mapsto ax and R_a : x \mapsto xa. The enveloping algebra of A is the subalgebra of all K-endomorphisms of A generated by the multiplication maps.
lexicalization	eng: non-associative algebra
lexicalization	eng: Nonassociative algebra
instance of	e/Algebra over a field

Meaning
Castilian
has gloss	spa: Las álgebras no asociativas son álgebras que aplican específicamente a estructuras matemáticas (como cuerpos u anillos) en las cuales la propiedad de asociatividad no se define o no se cumple, es decir: las operaciones
lexicalization	spa: Algebra no asociativa
lexicalization	spa: Álgebra no asociativa