Title of article :
a full nesterov-todd step interior-point method for circular cone optimization
Author/Authors :
kheirfam, behrouz azarbaijan shahid madani university - department of applied mathematics,, tabriz, iran
Abstract :
in this paper, we present a full newton step feasible interior-point method for circular cone optimization by using euclidean jordan algebra. the search direction is based on the nesterov-todd scaling scheme, and only full- newton step is used at each iteration. furthermore, we derive the iteration bound that coincides with the currently best known iteration bound for small- update methods.
Keywords :
circular cone optimization , full , newton step , interior , point methods , euclidean jordan algebra
Journal title :
Communications in Combinatorics and Optimization
Journal title :
Communications in Combinatorics and Optimization
