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Ebiefung, A.A., Kostreva, M.M. and Ramanujam, V. (1997) An Algorithm to Solve the Generalized Linear Complementarity Problem with a Vertical Block Z-Matrix. Optimization Methods and Software, 7, 123-138.
https://doi.org/10.1080/10556789708805648

has been cited by the following article:

• TITLE: A Direct Algorithm for the Vertical Generalized Complementarity Problem Associated with P-Matrices

  AUTHORS: Aniekan Ebiefung, George Habetler, Michael Kostreva, Bohdan Szanc

  KEYWORDS: Complementarity Problems, P-Matrix, Direct Algorithms, Linear Programming, Bi-Matrix Game

  JOURNAL NAME: Open Journal of Optimization, Vol.6 No.3, August 16, 2017

  ABSTRACT: We present a direct algorithm for solving the vertical generalized linear complementarity problem, first considered by Cottle and Dantzig, when the associated matrix is a vertical block P-matrix. The algorithm converges to a unique solution in a finite number of steps, without an assumption of nondegeneracy on the given problem. The algorithm is simple, efficient, and easy to implement.