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Characterizations of solutions for vector equilibrium problemsIn this paper, we characterize the solutions of vector equilibrium problems as well as dual vector
On vector formulations of auction-type problems with applications commodities for vector price (validity) functions. It can be viewed as a new general equilibrium model
On vector formulations of auction-type problems with applications commodities for vector price (validity) functions. It can be viewed as a new general equilibrium model
Characterizations of solutions for vector equilibrium problemsIn this paper, we characterize the solutions of vector equilibrium problems as well as dual vector
On vector formulations of auction-type problems with applications commodities for vector price (validity) functions. It can be viewed as a new general equilibrium model
On vector formulations of auction-type problems with applications commodities for vector price (validity) functions. It can be viewed as a new general equilibrium model
A scalarization approach for vector variational inequalities with applicationsWe consider an approach to convert vector variational inequalities into an equivalent scalar
Noncooperative games with vector payoffs under relative pseudomonotonicityWe consider the Nash equilibrium problem with vector payoffs in a topological vector space
Existence of a solution and variational principles for vector equilibrium problemsIn this paper, we prove an existence result for a solution to the vector equilibrium problems. Then
A scalarization approach for vector variational inequalities with applicationsWe consider an approach to convert vector variational inequalities into an equivalent scalar
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