New heuristic algorithms for the rectangular -cover problem
On the Implementation of Stochastic Quasigradient Methods to some Facility Location Problems
On the mathematical aspects of an urban retail model
Optimal gridpositioning or single facility location on the torus
p-Median problems in a fuzzy environment.
In this paper a formulation for the fuzzy p-median model in a fuzzy environment is presented. The model allows to find optimal locations of p facilities and their related cost when data related to the node demands and the edge distances are imprecise and uncertain and also to know the degree of certainty of the solution. For the sake of illustration, the proposed model is applied in a reduced map of Kinshasa (Democratic Republic of Congo) obtaining results which are rather than realistic ones.
Properties of ordinary and weighted sums of order used for distance estimation
Service stations location problem
Stability of Nash equilibria in locational games
The Effects of Majority in Fermat-Weber Problems With Attraction and Repulsion in a Pseudometric Space
The generalized Weber problem with expected distances
The weighted Fermat triangle problem.
The weighted minimax location problem with set-up costs and extensions