Maximal modular inner ideals in Jordan systems

In this paper we describe maximal primitizers of Jordan pairs and triple systems, and prove two conjectures that had been previously raised: maximal modular inner ideals are maximal among all inner ideals, and maximal weakly modular inner ideals are modular.

(This paper has appeared in Comm. Algebra 31 (2003), no. 2, 697--749)

F. Montaner <fmontane@posta.unizar.es>