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An interative scheme for complementarity problems
Abstract It is shown that the complementarity problems can be formulated as a fixed point problem. This formulation is used to suggest new algorithms for both linear and non-linear complementarity problems. Convergence analysis of the approximate solution is discussed. Furthermore, it is shown that there are certain examples of linear complementarity problems which are solved by the new proposed algorithm, but are unsolvable by the algorithms of Mangasarian and Van Bokhoven.
An interative scheme for complementarity problems
Abstract It is shown that the complementarity problems can be formulated as a fixed point problem. This formulation is used to suggest new algorithms for both linear and non-linear complementarity problems. Convergence analysis of the approximate solution is discussed. Furthermore, it is shown that there are certain examples of linear complementarity problems which are solved by the new proposed algorithm, but are unsolvable by the algorithms of Mangasarian and Van Bokhoven.
An interative scheme for complementarity problems
Noor, Muhammad Aslam (Autor:in) / Zarae, S. (Autor:in)
Engineering Analysis ; 3 ; 221-224
01.01.1986
4 pages
Aufsatz (Zeitschrift)
Elektronische Ressource
Englisch
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