In past decades there has been a tremendous growth in the literature on location problems. However, among the myriad of formulations provided, the simple plant location problem and the k-median problem have played a central role. This phenomenon is due to the fact that both problems have a wide range of real-world applications, and a mathematical formulation of these problems as an integer program has proven very fruitful in the derivation of solution methods. In this paper we investigate the k-median problem defined on a graph. That is, each point represents a vertex of a graph
The median of a set of vertices P of a graph G is the set of all vertices x of G minimizing the sum ...
This paper studies an extension of the k-median prob-lem where we are given a metric space (V, d) an...
AbstractIn this paper we consider a well-known class of valid inequalities for the p-median and the ...
In past decades there has been a tremendous growth in the literature on location problems. However, ...
The polyhedral structure of the K-median problem on a tree is examined. Even for very small connecte...
1988-12The past two decades have witnessed a tremendous growth in the literature on location problem...
This work was also published as a Rice University thesis/dissertation: http://hdl.handle.net/1911/96...
Plant location as a centralized planning objective in which some agency has control over most of the...
AbstractIn this paper, we study the problem of locating a median path of limited length on a tree un...
Facility Location Problems have a great significance for allocating resources efficiently in a netwo...
1987-09This paper is sequal to the paper(l), where we performed probabilistic analysis for the Eucl...
The p-median problem is a graph theory problem that was originally designed for, and has been extens...
AbstractThis paper deals with facility location problems with pos/neg weights in trees. We consider ...
The P-median problem is a classical location model “par excellence”. In this paper we, first examine...
In a connected graph G, the status of a vertex is the sum of the distances of that vertex to each of...
The median of a set of vertices P of a graph G is the set of all vertices x of G minimizing the sum ...
This paper studies an extension of the k-median prob-lem where we are given a metric space (V, d) an...
AbstractIn this paper we consider a well-known class of valid inequalities for the p-median and the ...
In past decades there has been a tremendous growth in the literature on location problems. However, ...
The polyhedral structure of the K-median problem on a tree is examined. Even for very small connecte...
1988-12The past two decades have witnessed a tremendous growth in the literature on location problem...
This work was also published as a Rice University thesis/dissertation: http://hdl.handle.net/1911/96...
Plant location as a centralized planning objective in which some agency has control over most of the...
AbstractIn this paper, we study the problem of locating a median path of limited length on a tree un...
Facility Location Problems have a great significance for allocating resources efficiently in a netwo...
1987-09This paper is sequal to the paper(l), where we performed probabilistic analysis for the Eucl...
The p-median problem is a graph theory problem that was originally designed for, and has been extens...
AbstractThis paper deals with facility location problems with pos/neg weights in trees. We consider ...
The P-median problem is a classical location model “par excellence”. In this paper we, first examine...
In a connected graph G, the status of a vertex is the sum of the distances of that vertex to each of...
The median of a set of vertices P of a graph G is the set of all vertices x of G minimizing the sum ...
This paper studies an extension of the k-median prob-lem where we are given a metric space (V, d) an...
AbstractIn this paper we consider a well-known class of valid inequalities for the p-median and the ...