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Ideals play an important role in the Algebraic structures like rings, semigroups and semirings. In this paper some generalizations of ideals in regular partially ordered (po) gamma ternary semigroups are studied. It is proved that "every ideal of a regular pogamma -ternary semigroup T is semiprime" and some equivalent conditions.doi:10.15623/ijret.2015.0404118 fatcat:mmxby4gtqbew3g2knyr6mp3wr4