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Information Journal Paper

Title

COMPLETE AND GAMAN - ON THE COMPLETE HYPER GROUPS GAMAN

Pages

  81-91

Keywords

GAMAN *-COMPLETE HYPER GROUPQ3

Abstract

 In this paper, we introduce the gn- complete hyper group and gn*-complete hyper group. The hyper group H is called gn - complete hyper group if for every sÎ Sn (z1,z2,….zn ) Î Hn we have Pni=1 Zs(i)= g (Pni=1 zi ) we prove that if H is a gn -complete hyper group then g*=gn. If H is a g2 complete hyper group then H is a complete hyper group and we have gn=g , gn*¹ gn*-1 finally we prove that H is a gn*- complete hyper group if and only if it is an Abelian group.

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    APA: Copy

    DAVAZ, B., & KARIMIAN, MOHAMMAD. (2006). COMPLETE AND GAMAN - ON THE COMPLETE HYPER GROUPS GAMAN. JOURNAL OF SCIENCE (UNIVERSITY OF TEHRAN) (JSUT), 33(3 (SECTION: MATHEMATICS)), 81-91. SID. https://sid.ir/paper/2217/en

    Vancouver: Copy

    DAVAZ B., KARIMIAN MOHAMMAD. COMPLETE AND GAMAN - ON THE COMPLETE HYPER GROUPS GAMAN. JOURNAL OF SCIENCE (UNIVERSITY OF TEHRAN) (JSUT)[Internet]. 2006;33(3 (SECTION: MATHEMATICS)):81-91. Available from: https://sid.ir/paper/2217/en

    IEEE: Copy

    B. DAVAZ, and MOHAMMAD KARIMIAN, “COMPLETE AND GAMAN - ON THE COMPLETE HYPER GROUPS GAMAN,” JOURNAL OF SCIENCE (UNIVERSITY OF TEHRAN) (JSUT), vol. 33, no. 3 (SECTION: MATHEMATICS), pp. 81–91, 2006, [Online]. Available: https://sid.ir/paper/2217/en

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