On the Subgradient Inequality of Convex Functionals in Banach Spaces
Yun Feng Yao · Mathematica Applicata · 2003
In recent years the theory of convex functionals has been developing very fast.Many results of linear functionals are generalized in convex functionals,based on [1]and [2]in the light of thinking of generlization.In this paper,this paper gives on the subgradient inequality of convex functionals in the Banach spaces and its stochastie analysis applications of convex functionals and their applications,by means of subgraduent inequality of convex functionals thus generalizing the result of [3],[4],[5],[6].