مشخصات پژوهش

Since the semi-symmetric connections have been categorized to metric and non metric cases we study both types of these connections on Ricci-solitons where the ambient manifold involves the statistical structure. We apply the statistical Kenmotsu structure on manifold and determine the constant value λ on Ricci-soliton equation via dimension of manifold. A non-trivial example is provided for these results.