On the behaviour of an intermittently working system with three types of components
On the generalization of the STER distribution applied to generalized hypergeometric parents
On the structure of the solution of the allocation problem
Optimal systematic withdrawal strategies
Ordonnancement des mouvements de trésorerie
Parallelization algorithms for modeling ARM processes.
Prévision de la demande de soins à partir d'un système d'information décentralisé
Probabilistic-Possibilistic Approach to the Optimal Selection of a Contractor
“Problem specialization” in mechanical decision processes
Procédure de répartition optimale, pour le métro, à un horizon fixé, de l'énergie électrique
Rang moyen et agrégation de classements
Reconfigurable Dynamic Cellular Manufacturing System: A New Bi-Objective Mathematical Model
Dynamic Cell Formation Problem (DCFP) seeks to cope with variation in part mix and demands using machine relocation, replication, and removing; whilst from practical point of view it is too hard to move machines between cells or invest on machine replication. To cope with this deficiency, this paper addresses Reconfigurable Dynamic Cell Formation Problem (RDCFP) in which machine modification is conducted instead of their relocation or replication in order to enhance machine capabilities to process...
Relation entre le taux de rentabilité interne des investissements et le taux de rendement comptable
Répartition optimale de la puissance dans une centrale hydraulique à réserve pompée
Shields-Harary numbers of graphs with respect to continuous concave cost functions.
Structure maximale pour la somme des carrés d'une contingence aux marges fixées ; une solution algorithmique programmée
Sur la méthode des compensations successives
Task criticalness potential: A multiple criteria approach to project management
The paper proposes the method evaluating tasks criticalness potential, which has been analysed by various project management tools. The criticalness potential of tasks, as opposed to a simple differentiation of tasks to critical and non-critical using the CPM method, considers not only time, but also resource, cost and topological aspects of a project schedule. In the paper, the tasks criticalness potential is defined applying task criticalness indicators which are further used as input for three...
The block plan problem. A graphtheoretic approach
The determination of surgical suite capacity and an evaluation of patient scheduling policies