Maximal algebras of quotients of Jordan algebras
In this paper we introduce a Jordan analogue of Lambek and
Utumi's associative algebras of quotients which embraces as particular
cases most of the notions of Jordan algebras of quotients appearing in the
literature. We prove the existence of maximal algebras of quotients in that
sense and draw some consequences for other kinds of algebras of quotients.
F. Montaner < fmontane@posta.unizar.es >