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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
An extension of the Jacobi algorithm for multi-valued mixed complementarity problems of the single-valued Z-mapping and involves the diagonal multi-valued mappings, and suggest an extension
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
An extension of the Jacobi algorithm for multi-valued mixed complementarity problems of the single-valued Z-mapping and involves the diagonal multi-valued mappings, and suggest an extension
An extended Gauss-Seidel method for a class of multi-valued complementarity problems. In this paper we examine a class of complementarity problems with multi-valued mappings and propose an extension
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 splitting type algorithm for multi-valued complementarity problemsWe consider a generalized complementarity problem whose cost mapping is multi-valued and is the sum
An extended Gauss-Seidel method for multi-valued mixed complementarity problems in many applications. In the paper, we consider extended concepts of multi-valued Z-mappings and examine a
Partitionable variational inequalities with multi-valued mappingsWe consider multi-valued variational inequalities defined on a Cartesian product of finite
Operator algebras associated with multi-valued mappingsIn the paper a new approach is proposed to construction of operator algebras generated by multi-valued
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