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- W361808265 abstract "Multiplicities of sever types of positive implicative hyper K-ideals are con- sidered, and relations among them are discussed. The study of BCK-algebras was initiated by K. Iseki in 1966 as a generalization of the concept of set-theoretic difference and propositional calculus. Since then many researches worked in this area. The hyperstructure theory (called also multialgebras) is introduced in 1934 by F. Marty (7) at the 8th congress of Scandinavian Mathematiciens. Around the 40's, several authors worked on hypergroups, especially in France and in the United States, but also in Italy, Russia, Japan and Iran. Hyperstructures have many applications to several sectors of both pure and applied sciences. Recently in (6) Y. B. Jun et al. introduced and studied hyperBCK-algebra which is a generalization of a BCK-algebra. In (1) and (2) R. A. Borzooei et al. constructed the hyper K-algebras, and studied (positive implicative) hyper K-ideals in hyper K-algebras. In this paper, we consider the multiplicity of sever types of positive implicative hyper K-ideals, and discuss relations among them." @default.
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- W361808265 date "2004-01-01" @default.
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- W361808265 title "MULTIPLY POSITIVE IMPLICATIVE HYPER K-IDEALS" @default.
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