- 2024
10.
Andersen, Kim Allan; Boomsma, Trine Krogh; Efkes, Britta; Forget, Nicolas
Sensitivity Analysis of the Cost Coefficients in Multiobjective Integer Linear Optimization
Management Science
2024- 2022
9.
Paquete, Luís; Schulze, Britta; Stiglmayr, Michael; Lourenço, Ana Catarina
Computing Representations using Hypervolume Scalarizations
Computers and Operations Research, 137 :105349
20228.
Stiglmayr, Michael; Figueira, Jos\'{e} Rui; Klamroth, Kathrin; Paquete, Lu\'{i}s; Schulze, Britta
Decision Space Robustness for Multiobjective Integer Linear Programming
Annals of Operations Research, 319 :1769--1791
2022- 2020
7.
Dietz, Tobias; Klamroth, Kathrin; Kraus, Konstantin; Ruzika, Stefan; Schäfer, Luca E.; Schulze, Britta; Stiglmayr, Michael; Wiecek, Margaret M.
Introducing Multiobjective Complex Systems
European Journal of Operational Research, 280 (2) :581--596
2020
Herausgeber: Elsevier6.
Schulze, Britta; Stiglmayr, Michael; Paquete, Luís; Fonseca, Carlos M.; Willems, David; Ruzika, Stefan
On the Rectangular Knapsack Problem Approximation of a Specific Quadratic Knapsack Problem
Mathematical Methods of Operations Research, 92 (1) :107-132
2020- 2019
5.
Schulze, Britta; Stiglmayr, Michael; Klamroth, Kathrin
Multi-Objective Unconstrained Combinatorial Optimization: A Polynomial Bound on the Number of Extreme Supported Solutions
Journal of Global Optimization, 74 (3) :495–522
2019- 2017
4.
Schulze, Britta
New Perspectives on Multi-Objective Knapsack Problems
Aachen
Dezember 2017ISBN: 978-3-8440-5631-0
3.
Figueira, José Rui; Fonseca, Carlos M.; Halffmann, Pascal; Klamroth, Kathrin; Paquete, Luís; Ruzika, Stefan; Schulze, Britta; Stiglmayr, Michael; Willems, David
Easy to say they're hard, but hard to see they're easy - Toward a categorization of tractable multiobjective combinatorial optimization problems
Journal of Multi-Criteria Decision Analysis, 24 :82-98
Juli 20172.
Schulze, Britta; Paquete, Luís; Klamroth, Kathrin; Figueira, José
Bi-dimensional knapsack problems with one soft constraint
Computers & Operations Research, 78 :15-26
2017- 2011
1.
Schulze, Britta
Stochastische p-robuste Lösungsverfahren für szenariobasierte Standortprobleme
Bergische Universität Wuppertal
2011
zuletzt bearbeitet am: 08.07.2024