چکیده مقاله
In this paper, we define φ Connes module amenability of a dual Banachalgebra A, where φ is a ω∗ continuous bounded module homomorphism from A ontoitself We obtain the relation between φ Connes module amenability of A and φ splittingof the certain short exact sequence We show that if S is a weakly cancellative inversesemigroup with subsemigroup ES of idempotents and l1 S as a Banach module overl1 ES is χ Connes module amenable, then the short exact sequence is χ splitting that χis a ω∗ continuous bounded module homomorphism from l1 S onto itself Other resultsin this direction are also obtained
کلیدواژهها
نویسندگان
Ebrahim tamimi
Department of Mathematics, Velayat University, Iranshahr, Iran
شیوه ارجاع
Tamimi, Ebrahim,1402,On φ-Connes Module Amenability of Dual Banach Algebrasand φ-splitting,3 rd National Conference on Soft Computing of Engineering Science in Industry and Society,Iranshahr
ارائهشده در
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