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In this paper, structure of involution ${\Gamma}$-semihypergroup is introduced and some theorems about this concept are stated and proved. The concept of ${\Gamma}$-hyperideal in involution ${\Gamma}$-semihypergroup is defined and some of their properties are studied. Some results on regular ${\Gamma}^*$-semihypergroups and fuzzy ${\Gamma}^*$-semihypergroups are also provided.
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참고문헌 (32)
참고문헌 신청
S. Abdullah / 2012 / On bi-${\Gamma}$ -hyperideals of ${\Gamma}$ -semihypergroups / U.P.B. Scientific Bulletin. Series A 74(4):79~90
U.A. Aburawash / 1992 / Semiprime involution rings and chain conditions / Mathematica Japonica 37:987~994
U.A. Aburawash / 1996 / On *-simple involution rings with minimal *-bi-ideals / Studia Scientiarum Mathematicarum Hungarica 32:455~458
U.A. Aburawash / 2013 / On group rings with involution / International Journal of Basic and Applied Sciences 13(5):28~31
S.M. Anvariyeh / 2010 / On ${\Gamma}$ -hyperideals in ${\Gamma}$ -semihypergroups / Carpathian Journal of Mathematics 26:11~23
U.A. Aburawash / 1992 / Semiprime involution rings and chain conditions / Mathematica Japonica 37:987~994
U.A. Aburawash / 1996 / On *-simple involution rings with minimal *-bi-ideals / Studia Scientiarum Mathematicarum Hungarica 32:455~458
U.A. Aburawash / 2013 / On group rings with involution / International Journal of Basic and Applied Sciences 13(5):28~31
S.M. Anvariyeh / 2010 / On
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