We provide test instances for robust combinatorial optimization under budget uncertainty that have been described and used for benchmarking in the paper "A Branch & Bound Algorithm for Robust Binary Optimization with Budget Uncertainty", published in Mathematical Programming Computation by Christina Büsing, Timo Gersing and Arie Koster. The set primarily consists of nominal problems from the MIPLIB 2017 that have been converted into robust problems. Furthermore, we also provide instances of the robust knapsack problem. For algorithms solving these problems see: https://doi.org/10.5281/zenodo.746337
Robust combinatorial optimization problems with cardinality constrained uncertainty may be solved by...
Real-world optimization scenarios under uncertainty and noise are typically handled with robust opti...
We consider the knapsack problem in which the objective function is uncertain, and given by a finite...
We provide a set of instances for robust combinatorial optimization under budget uncertainty that ha...
This project provides algorithms for solving robust binary optimization problems with budgeted uncer...
International audienceWe present in this paper a new model for robust combinatorial optimization wit...
International audienceWe consider robust combinatorial optimization problems where the decision make...
Robust optimization (RO) has become a central framework to handle the uncertainty that arises in the...
We extend the standard concept of robust optimization by the introduction of an alternative solution...
This paper briefly describes three well-established frameworks for handling uncertainty in optimizat...
This is the author accepted manuscript. The final version is available from Elsevier via the DOI in ...
In robust combinatorial optimization with discrete uncertainty, approximation algorithms based on co...
Many combinatorial optimization problems arising in real-world applications do not have accurate est...
Robust optimization is a valuable alternative to stochastic programming, where all underlying probab...
We propose an approach to address data uncertainty for discrete optimization problems that allows co...
Robust combinatorial optimization problems with cardinality constrained uncertainty may be solved by...
Real-world optimization scenarios under uncertainty and noise are typically handled with robust opti...
We consider the knapsack problem in which the objective function is uncertain, and given by a finite...
We provide a set of instances for robust combinatorial optimization under budget uncertainty that ha...
This project provides algorithms for solving robust binary optimization problems with budgeted uncer...
International audienceWe present in this paper a new model for robust combinatorial optimization wit...
International audienceWe consider robust combinatorial optimization problems where the decision make...
Robust optimization (RO) has become a central framework to handle the uncertainty that arises in the...
We extend the standard concept of robust optimization by the introduction of an alternative solution...
This paper briefly describes three well-established frameworks for handling uncertainty in optimizat...
This is the author accepted manuscript. The final version is available from Elsevier via the DOI in ...
In robust combinatorial optimization with discrete uncertainty, approximation algorithms based on co...
Many combinatorial optimization problems arising in real-world applications do not have accurate est...
Robust optimization is a valuable alternative to stochastic programming, where all underlying probab...
We propose an approach to address data uncertainty for discrete optimization problems that allows co...
Robust combinatorial optimization problems with cardinality constrained uncertainty may be solved by...
Real-world optimization scenarios under uncertainty and noise are typically handled with robust opti...
We consider the knapsack problem in which the objective function is uncertain, and given by a finite...