Print Email Facebook Twitter Full-Newton step interior-point methods for conic optimization Title Full-Newton step interior-point methods for conic optimization Author Mansouri, H. Contributor Roos, C. (promotor) Faculty Electrical Engineering, Mathematics and Computer Science Date 2008-06-16 Abstract In the theory of polynomial-time interior-point methods (IPMs) two important classes of methods are distinguished: small-update and large-update methods, respectively. Small-update IPMs have the best theoretical iteration bound and IPMs with full-Newton steps belong to this class of methods. Within each of these classes one has feasible and infeasible interior-point methods (IIPMs). In this thesis we first deal with full-Newton step IIPMs, and we consider feasible full-Newton step IPMs. Subject interior-pointfull-Newton stepconic optimization To reference this document use: http://resolver.tudelft.nl/uuid:4cd6734c-1976-4cd9-8d90-bd7145e5d2a6 ISBN 978-90-9023179-2 Part of collection Institutional Repository Document type doctoral thesis Rights (c) 2008 H. Mansouri Files PDF mansouri_20080616.pdf 863.03 KB Close viewer /islandora/object/uuid:4cd6734c-1976-4cd9-8d90-bd7145e5d2a6/datastream/OBJ/view