On Prime and Completely Prime Radical of A Module

This talk is about prime radical (M) and completely prime radical co(M) of a module M over an arbitrary ring R: In fact, some basic facts and new results which have been achieved over the past years are reviewed. In particular, it is shown that co(M) is a complete Hoehnke radical which is neither hereditary nor idempotent and hence not a Kurosh-Amistur radical. Finally, some outlines about new researches of the subject under discussion are given.

کلیدواژه ها:

prime radical ، completely prime radical