We consider the minmax regret 1-center problem on a general network with uncertainty on demands. Unlike other papers which considered the problem under interval uncertainty, we assume here that demand uncertainty is modelled by a finite number of discrete scenarios. We develop a solution approach based on the decomposition of the network into basic intervals and present a polynomial algorithm for the problem. Finally, we illustrate our approach with an example.ou
Uncertainty in optimization is not a new ingredient. Diverse models considering uncertainty have bee...
AbstractWe consider minmax regret bottleneck subset-type combinatorial optimization problems, where ...
This paper investigates the complexity of the min–max and min–max regret assignment problems both in...
We consider the minmax regret 1-center problem on a general network with un-certainty on demands. Un...
[[abstract]]©2006 Springer Verlag-This paper studies the problem of finding the 1-center on a graph ...
AbstractWe consider the minimum spanning tree and the shortest path problems on a network with uncer...
[[abstract]]This paper studies the problem of finding the 1-median on a graph where vertex weights a...
AbstractWe consider minmax regret bottleneck subset-type combinatorial optimization problems, where ...
AbstractWe consider single facility location problems (1-median and weighted 1-center) on a plane wi...
The minmax regret problem for combinatorial optimization under uncertainty can be viewed as a zero-s...
[[abstract]]©2008 ACM-In this article, efficient algorithms are presented for the minmax-regret 1-ce...
The robust shortest path problem is a network optimization problem that can be defined to deal with ...
AbstractWe consider single facility location problems (1-median and weighted 1-center) on a plane wi...
We consider the single facility ordered median location problem with uncertainty in the parameters (...
In this chapter a class of scheduling problems with uncertain parameters is dis-cussed. The uncertai...
Uncertainty in optimization is not a new ingredient. Diverse models considering uncertainty have bee...
AbstractWe consider minmax regret bottleneck subset-type combinatorial optimization problems, where ...
This paper investigates the complexity of the min–max and min–max regret assignment problems both in...
We consider the minmax regret 1-center problem on a general network with un-certainty on demands. Un...
[[abstract]]©2006 Springer Verlag-This paper studies the problem of finding the 1-center on a graph ...
AbstractWe consider the minimum spanning tree and the shortest path problems on a network with uncer...
[[abstract]]This paper studies the problem of finding the 1-median on a graph where vertex weights a...
AbstractWe consider minmax regret bottleneck subset-type combinatorial optimization problems, where ...
AbstractWe consider single facility location problems (1-median and weighted 1-center) on a plane wi...
The minmax regret problem for combinatorial optimization under uncertainty can be viewed as a zero-s...
[[abstract]]©2008 ACM-In this article, efficient algorithms are presented for the minmax-regret 1-ce...
The robust shortest path problem is a network optimization problem that can be defined to deal with ...
AbstractWe consider single facility location problems (1-median and weighted 1-center) on a plane wi...
We consider the single facility ordered median location problem with uncertainty in the parameters (...
In this chapter a class of scheduling problems with uncertain parameters is dis-cussed. The uncertai...
Uncertainty in optimization is not a new ingredient. Diverse models considering uncertainty have bee...
AbstractWe consider minmax regret bottleneck subset-type combinatorial optimization problems, where ...
This paper investigates the complexity of the min–max and min–max regret assignment problems both in...