DOIAbstract
AbstractWe utilize S. Park's maximal element theorem in this paper to prove the existence theorems of solutions of the complementarity problems for multivalued monotone operator in Banach spaces
AbstractWe utilize S. Park's maximal element theorem in this paper to prove the existence theorems of solutions of the complementarity problems for multivalued monotone operator in Banach spaces
We combine methods from convex analysis, based on a function of Simon Fitzpatrick, with a fine recen...
AbstractIn this paper we give some conditions under whichT+∂fis maximal monotone in the Banach space...
AbstractIn this paper, the existence and iterative approximation of fixed points for a class of syst...
The purpose of this paper is to establish certain existence theorems for complementarity problem in ...
summary:Some properties of monotone type multivalued operators including accretive operators and the...
In this paper, we survey recent progress on the theory of maximally monotone operators in general Ba...
(Received 00 Month 200x; In final form 00 Month 200x) For each monotone bifunction F defined on a su...
AbstractAn existence theorem of Browder-Hartman-Stampacchia variational inequalities is extended to ...
We study monotone operators in general Banach spaces. Properties and characterizations of monotone l...
AbstractThe purpose of this paper is to study the existence problem of solutions and perturbation pr...
We study the (monotone) linear complementarity problem in reflexive Banach space. The problem is tre...
AbstractIn this paper we get and improve some results in the perturbation theory of maximal monotone...
Abstract. For a maximal monotone operator T in a Banach space an iterative solution of 0 ∈ Tx has be...
This paper is about the existence of solutions of the following abstract quasi-variational inequalit...
In this paper, we prove a range and existence theorem for multivalued pseudomonotone perturbations o...
We combine methods from convex analysis, based on a function of Simon Fitzpatrick, with a fine recen...
AbstractIn this paper we give some conditions under whichT+∂fis maximal monotone in the Banach space...
AbstractIn this paper, the existence and iterative approximation of fixed points for a class of syst...
The purpose of this paper is to establish certain existence theorems for complementarity problem in ...
summary:Some properties of monotone type multivalued operators including accretive operators and the...
In this paper, we survey recent progress on the theory of maximally monotone operators in general Ba...
(Received 00 Month 200x; In final form 00 Month 200x) For each monotone bifunction F defined on a su...
AbstractAn existence theorem of Browder-Hartman-Stampacchia variational inequalities is extended to ...
We study monotone operators in general Banach spaces. Properties and characterizations of monotone l...
AbstractThe purpose of this paper is to study the existence problem of solutions and perturbation pr...
We study the (monotone) linear complementarity problem in reflexive Banach space. The problem is tre...
AbstractIn this paper we get and improve some results in the perturbation theory of maximal monotone...
Abstract. For a maximal monotone operator T in a Banach space an iterative solution of 0 ∈ Tx has be...
This paper is about the existence of solutions of the following abstract quasi-variational inequalit...
In this paper, we prove a range and existence theorem for multivalued pseudomonotone perturbations o...
We combine methods from convex analysis, based on a function of Simon Fitzpatrick, with a fine recen...
AbstractIn this paper we give some conditions under whichT+∂fis maximal monotone in the Banach space...
AbstractIn this paper, the existence and iterative approximation of fixed points for a class of syst...
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