Abstract
We give a description of maximal-primitizers and maximal-weak primitizers of Jordan 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.
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Acknowledgment
Partially supported by the DGES, PB97-1069-C02-01, and PB97-1069-C02-02.