摘要

A PRP-type smoothing conjugate gradient method for solving large scale nonlinear complementarity problems (NCP(F)) is proposed. At each iteration, two Armijo line searches are performed, which guarantees the positive property of the smoothing parameter and minimizes the merit function formed by Fischer-Burmeister function, respectively. Global convergence is studied when F: R(n) -> R(n) is a continuously differentiable P(0) + R(0) function. Numerical results show that the method is efficient.