Gauss-Seidel method for multi-valued inclusions with Z mappingsWe consider a problem of solution of a multi-
valued inclusion on a cone segment. In the case where
Gauss-Seidel method for multi-valued inclusions with Z mappingsWe consider a problem of solution of a multi-
valued inclusion on a cone segment. In the case where
Generalized vector variational inequalities over countable product of setsIn this paper, we consider vector variational inequalities with set-
valued mappings over countable
Limit vector variational inequality problems via scalarization instead of exact
values of the cost mapping and feasible set. We establish a new equivalence property
Generalized vector variational inequalities over countable product of setsIn this paper, we consider vector variational inequalities with set-
valued mappings over countable
A scalarization approach for vector variational inequalities with applications variational inequality problem with a set-
valued cost mapping. Being based on this property, we give
A scalarization approach for vector variational inequalities with applications variational inequality problem with a set-
valued cost mapping. Being based on this property, we give
A method for solving a general multi-valued complementarity problem with multi-
valued weakly off-diagonally antitone costmappings. It allows one either to construct a sequence
A method for solving a general multi-valued complementarity problem with multi-
valued weakly off-diagonally antitone costmappings. It allows one either to construct a sequence
Iterative algorithms for multi-valued inclusions with Z mappingsWe consider a problem of solution of a multi-
valued inclusion with Z-type mapping on a cone segment