Topological Degree for Nonlinear Mappings of Monotone Type

The topologioal degree are constructed for generalized pseudo-monotone mappings and for the sum of a maximal monotone mapwith a generalized pseudomnotone from a refelxive Banach space toits dual space.This generalizes topological degree for pseudomon-otone mappings and for the sum of a maximal monotone map witha bounded pseudomonotone mop from a reflexive Banach space to itsdual space which have been studied earlier by Browder and

The topologioal degree are constructed for generalized pseudo-monotone mappings and for the sum of a maximal monotone map with a generalized pseud'omnotone from a refelxive Banach space to its dual space.This generalizes topological degree for pseudomon-otone mappings and for the sum of a maximal monotone map with a bounded pseudomonotone map from a reflexive Banach space to its dual space which have been studied earlier by Browder and Zhao Yichun