A stochastic search optimization algorithm is developed and applied to solve a bi-objective competitive facility location problem for firm expansion. Parallel versions of the developed algorithm for shared- and distributed-memory parallel computing systems are proposed and experimentally investigated by approximating the Pareto front of the competitive facility location problem of different scope. It is shown that the developed algorithm has advantages against its precursor in the sense of the precision of approximation. It is also shown that the proposed parallel versions of the algorithm have almost linear speed-up when solving competitive facility location problems of different scope reasonable for practical applications
International audienceWe study a new competitive multi-facility location and quality design problem ...
International audienceThe multiplication of computing cores in modern processor units permits revisi...
textabstractThe global optimization problem, finding the lowest minimizer of a nonlinear function of...
A stochastic search optimization algorithm is developed and applied to solve a bi-objective competit...
Proceedings of: Second International Workshop on Sustainable Ultrascale Computing Systems (NESUS 201...
Abstract—We consider the competitive facility location problem in which two competing sides (the Lea...
Global optimization problems are relevant in various fields of research and industry, such as chemis...
This paper addresses a situation in which a firm is willing to locate several new multi-server facil...
The formal description of the uniform computer system (UCS) with equistor topology representing n-di...
Local search algorithms perform an important role when being employed with optimization algorithms t...
Mathematical models for optimization can help companies optimizing their production and planning pro...
Most companies operate to maximize profits and increase their market shares in competitive environme...
This paper presents a bi-objective competitive facility location model for congested systems in whic...
Abstract In this paper, a leader–follower competitive facility location problem considering the reac...
This work investigates the tasks of selecting the locations of new objects, mainly emphasizing on re...
International audienceWe study a new competitive multi-facility location and quality design problem ...
International audienceThe multiplication of computing cores in modern processor units permits revisi...
textabstractThe global optimization problem, finding the lowest minimizer of a nonlinear function of...
A stochastic search optimization algorithm is developed and applied to solve a bi-objective competit...
Proceedings of: Second International Workshop on Sustainable Ultrascale Computing Systems (NESUS 201...
Abstract—We consider the competitive facility location problem in which two competing sides (the Lea...
Global optimization problems are relevant in various fields of research and industry, such as chemis...
This paper addresses a situation in which a firm is willing to locate several new multi-server facil...
The formal description of the uniform computer system (UCS) with equistor topology representing n-di...
Local search algorithms perform an important role when being employed with optimization algorithms t...
Mathematical models for optimization can help companies optimizing their production and planning pro...
Most companies operate to maximize profits and increase their market shares in competitive environme...
This paper presents a bi-objective competitive facility location model for congested systems in whic...
Abstract In this paper, a leader–follower competitive facility location problem considering the reac...
This work investigates the tasks of selecting the locations of new objects, mainly emphasizing on re...
International audienceWe study a new competitive multi-facility location and quality design problem ...
International audienceThe multiplication of computing cores in modern processor units permits revisi...
textabstractThe global optimization problem, finding the lowest minimizer of a nonlinear function of...