In this paper we study two remarkable properties of the interior band of e-solutions of a general nonlinear complementarity problem in the n-dimensional Euclidean space. The study is based on the notion of scalar derivative, on the notion of infinitesimal interior point epsilon-exceptional family of elements for a function and on the asymptotic Browder Hartman Stampacchia condition.
- interior band of epsilon-solutions
- asymptotic Browder Hartman Stampacchia condition
- scalar derivative
- complementarity problems