Martindale Quotients of Jordan Algebras
In this paper we
introduce Martindale quotients of Jordan algebras over arbitrary rings of
scalars
with respect to denominator filters of ideals. For any denominatored
algebra, we
show the existence of maximal Martindale quotients naturally containing all
Martindale quotients of the algebra with respect to the given denominator
filter.
(This paper will appear in J. Pure Appl. Algebra. The following is a
revised version dated 1 July 2008)
J. A. Anquela < anque@orion.ciencias.uniovi.es >
K. McCrimmon < kmm4m@virginia.edu >