In this paper we discuss the generalizations of the Kantorovich inequality and obtain some generalized Kantorovich inequalities in the sense of matrix norm. We
Consider the bivarate exponential distribution due to Marshall and Olkin [2], whose survival function is F(x,y)=exp[-λ1x-λ2y-λ12 max(x,y)] (x≥0,y≥0)with un
For a differential equation, a theoretical proof of the relationship between the symmetry and the one-parameter invariant group is given; the relationship betwe