چکیده
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In this article, a full-Newton step feasible interior-point algorithm for P(k)-horizontal linear complementarity problems is
proposed that uses a new method for identifying search directions. The method is based on a simple equivalent form of
the centering equations of the system which defines the central path. The theoretical complexity of the new algorithm is
derived which coincides with the best-known iteration bound
for P(k)-horizontal linear complementarity problems
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