摘要

Mehrotra-type predictor-corrector algorithm is one of the most effective primal-dual interiorpoint methods. This paper presents an extension of the recent variant of second order Mehrotra-type predictor-corrector algorithm that was proposed by Salahi, et al. (2006) for linear optimization. Based on the NT direction as Newton search direction, it is shown that the iteration-complexity bound of the algorithm for semidefinite optimization is O(n(3/2) log X-0.S-0/epsilon), which is similar to that of the corresponding algorithm for linear optimization.