A Generalized Nonlinear Complementarity Problem of Mathematical Programing in Banach Spaces
Title:
A Generalized Nonlinear Complementarity Problem of Mathematical Programing in Banach Spaces
Archive:
Dspace@nitr
Author(s):
Behera, A
Panda, G K
Panda, G K
Date:
2006-02-07
Abstract:
Copyright for this article belongs to INSA
A generalized version of the existence theorem on nonlinear complementarity problem of mathematical programing in a reflexive real branch space for arbitrary closed convex cone is proved. Furthermore, in the already known version of the existence theorem of th same problem, the solution is shown to be unique under different assumptions.
A generalized version of the existence theorem on nonlinear complementarity problem of mathematical programing in a reflexive real branch space for arbitrary closed convex cone is proved. Furthermore, in the already known version of the existence theorem of th same problem, the solution is shown to be unique under different assumptions.
Index terms:
Discipline(s):
Banach Spaces
Subject(s):
Nonlinear; Complementarity Problems
Method/Approach:
Coverage:
Publisher:
INSA
Contributors:
Source:
Language:
en
Relation:
Type:
Article
Format:
101682 bytes
application/pdf
Copyright Information: