Papers by Kaj Holmberg
Postscript-files (gzipped)
Brostrom and Holmberg: A New Derivation of Valid Cycles
LiTH-MAT-R-2005-03
Brostrom and Holmberg: On the Extremal Structure of an OSPF Related Cone
LiTH-MAT-R-2006-02
Brostrom and Holmberg: Stronger Necessary Conditions for the Existence of a Compatible OSPF Metric
LiTH-MAT-R-2004-08
Holmberg, Joborn and Melin: Lagrangian Based Heuristics for the Multicommodity Network Flow Problem with Fixed Costs On Paths
LiTH-MAT-R-2004-15
Holmberg: Mean Value Cross Decomposition Based Branch-and-Bound for Mixed Integer Programming Problems
LiTH-MAT-R-2004-13
Holmberg and Yuan: A Lagrangean Heuristic Based Branch-and-Bound Approach for the Capacitated Network Design Problem
Holmberg: Exact Solution Methods for Uncapacitated Location Problems with Convex Transportation Costs
Holmberg and Ling: A Lagrangean Heuristic for the Facility Location Problem with Staircase Costs
Holmberg: Lagrangean Heuristics for Linear Cost Multicommodity Network Flow Problems
Holmberg and Tuy: A Production-Transportation Problem with Stochastic Demand and Concave Production Costs
Holmberg and Hellstrand: Solving the Uncapacitated Network Design Problem by a Lagrangean Heuristic and Branch-and-Bound
Holmberg: Primal and Dual Decomposition as Organizational Design: Price and/or Resource Directive Decomposition
Old working papers (gzipped postscript)
Holmberg: Transportation and Location Problems with Staircase Costs
Holmberg: On the Use of Valid Inequalities in Benders and Cross Decomposition