This paper considers the problem of locating a single facility in the presence of a line barrier that occurs randomly on a given horizontal route on the plane. The objective is to locate this new facility such that the sum of the expected rectilinear distances from the facility to the demand points in the presence of the probabilistic barrier is minimized. Some properties of the problem are reported, a solution algorithm is provided with an example problem, and some future extensions to the problem are discussed.Planar facility location Barriers to travel Probabilistic barriers Line barrier The Weber problem
\u3cp\u3eThe Capacitated Multi-facility Weber Problem investigates the optimal locations of I capaci...
The facility location problem is an NP-hard optimization problem. Therefore, approximation algorithm...
In the restricted planar location problems, facilities cannot be located inside certain areas on the...
International audienceIn this article, we propose an extension of the multi-Weber facility location ...
The Weber Problem for a given finite set of existing facilities {cal E}x = {Ex_1,Ex_2, ... ,Ex_M} su...
The Weber problem for a given finite set of existing facilities {cal E}x = {Ex_1,Ex_2, ... ,Ex_M} su...
In this paper we study a generalized Weber problem where both demand locations and the facility to b...
The Capacitated Multi-facility Weber Problem (CMWP) tries to determine the location of I capacitated...
New heuristic and PSO algorithm for Tchebychev distance facility Location problems with a probabilis...
This paper deals with the kth nearest rectilinear distance of two regular point patterns: square and...
This study is an optimization approach to the rectilinear interdiction problem by locating a line ba...
We consider several variations of the problems of covering a set of barriers (modeled as line segmen...
In this paper we address a planar p-facility location problem where, together with a metric induced ...
We consider several variations of the problems of covering a set of barriers (modeled as line segmen...
Given a set of origin-destination points in the plane and a set of polygonal barriers to travel, an ...
\u3cp\u3eThe Capacitated Multi-facility Weber Problem investigates the optimal locations of I capaci...
The facility location problem is an NP-hard optimization problem. Therefore, approximation algorithm...
In the restricted planar location problems, facilities cannot be located inside certain areas on the...
International audienceIn this article, we propose an extension of the multi-Weber facility location ...
The Weber Problem for a given finite set of existing facilities {cal E}x = {Ex_1,Ex_2, ... ,Ex_M} su...
The Weber problem for a given finite set of existing facilities {cal E}x = {Ex_1,Ex_2, ... ,Ex_M} su...
In this paper we study a generalized Weber problem where both demand locations and the facility to b...
The Capacitated Multi-facility Weber Problem (CMWP) tries to determine the location of I capacitated...
New heuristic and PSO algorithm for Tchebychev distance facility Location problems with a probabilis...
This paper deals with the kth nearest rectilinear distance of two regular point patterns: square and...
This study is an optimization approach to the rectilinear interdiction problem by locating a line ba...
We consider several variations of the problems of covering a set of barriers (modeled as line segmen...
In this paper we address a planar p-facility location problem where, together with a metric induced ...
We consider several variations of the problems of covering a set of barriers (modeled as line segmen...
Given a set of origin-destination points in the plane and a set of polygonal barriers to travel, an ...
\u3cp\u3eThe Capacitated Multi-facility Weber Problem investigates the optimal locations of I capaci...
The facility location problem is an NP-hard optimization problem. Therefore, approximation algorithm...
In the restricted planar location problems, facilities cannot be located inside certain areas on the...