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Inhaltsverzeichnis
- Computing stationary points.
- Some pivot schemes for the linear complementarity problem.
- An efficient implementation of the Lemke algorithm and its extension to deal with upper and lower bounds.
- Robust implementation of Lemke's method for the linear complementarity problem.
- Computational complexity of complementary pivot methods.
- Characterization of linear complementarity problems as linear programs.
- On solving linear complementarity problems as linear programs.
- Existence of solution rays for linear complementarity problems with Z-matrices.
- A linear complementarity problem with an n by 2n “P”-matrix.
- On the parametric nonlinear complementarity problem.
- Improving the convergence of fixed-point algorithms.
- On the homotopic approach to systems of equations with separable mappings.