The lagrangean/surrogate relaxation has been explored as a faster computational alternative to traditional lagrangean heuristics. This paper discusses two approaches for using lagrangean/surrogate heuristics to a classical clustering problem: the p-median problem, that is, how to locate p facilities (medians) on a network such as the sum of all the distances from each vertex to its nearest facility is minimized
Introduction Clustering is an important problem, with applications in areas such as data mining and...
In this talk, we give an overview of the current best approximation algorithms for fundamental clust...
Lagrangian relaxation is commonly used in combinatorial optimization to generate lower bounds for a ...
The p-median problem (PMP) consists of locating p facilities (medians) in order to minimize the sum ...
The p-median problem (PMP) is the well known network optimization problem of discrete location theor...
This paper describes a branch-and-price algorithm for the p-median location problem. The objective i...
Given a set of n points and their pairwise distances, the goal of clustering is to partition the po...
Recently, Bilu and Linial [6] formalized an implicit assumption often made when choosing a clusterin...
This paper introduces an extension of the p-median problem and its application to clustering, in wh...
The Capacitated p-median Problem (CPMP) is a facility location problem and as such, it can be used f...
none3Clustering is one of the most important issues in data mining, image segmentation, VLSI design,...
A good strategy for the solution of a large-scale problem is its division into small ones. In this c...
Facility location problems aim to identify where to locate facilities to satisfy the demand of a gi...
Recently Beltran-Royo et.al presented a Semi-Lagrangean relaxation for the classical p-median locati...
In solving location models, the effort expended and the quality of the solutions obtained often vari...
Introduction Clustering is an important problem, with applications in areas such as data mining and...
In this talk, we give an overview of the current best approximation algorithms for fundamental clust...
Lagrangian relaxation is commonly used in combinatorial optimization to generate lower bounds for a ...
The p-median problem (PMP) consists of locating p facilities (medians) in order to minimize the sum ...
The p-median problem (PMP) is the well known network optimization problem of discrete location theor...
This paper describes a branch-and-price algorithm for the p-median location problem. The objective i...
Given a set of n points and their pairwise distances, the goal of clustering is to partition the po...
Recently, Bilu and Linial [6] formalized an implicit assumption often made when choosing a clusterin...
This paper introduces an extension of the p-median problem and its application to clustering, in wh...
The Capacitated p-median Problem (CPMP) is a facility location problem and as such, it can be used f...
none3Clustering is one of the most important issues in data mining, image segmentation, VLSI design,...
A good strategy for the solution of a large-scale problem is its division into small ones. In this c...
Facility location problems aim to identify where to locate facilities to satisfy the demand of a gi...
Recently Beltran-Royo et.al presented a Semi-Lagrangean relaxation for the classical p-median locati...
In solving location models, the effort expended and the quality of the solutions obtained often vari...
Introduction Clustering is an important problem, with applications in areas such as data mining and...
In this talk, we give an overview of the current best approximation algorithms for fundamental clust...
Lagrangian relaxation is commonly used in combinatorial optimization to generate lower bounds for a ...