在方程组方法框架下, 给出了一种求解二阶锥规划的非精确光滑算法. 在适当的条件下, 证明了该算法具有全局收敛性. 数值试验表明该算法对求解中大规模二阶锥规划是有效的.

An inexact smoothing algorithm for second-order cone programming is proposed. It is proved that the proposed algorithm has global convergence property. Numerical experiments demonstrate that the algorithm is effective for large-scale problems.