The New Iterative Scheme with Errors of Zero Point for Maximal Monotone Operator in Banach Space
Li Wei · Mathematica Applicata · 2006
Let E be a real smooth and uniformly convex Banach space with E* its duality space.Let AE×E* be a maximal monotone operator with A -1 0≠Φ.A new iterative scheme is introduced which is proved to be weakly convergent to zero point of maximal monotone operator A by using the techniques of Lyapunov functional,Qr operator and generalized projection operator,etc.