International audienceIn this paper, we consider a single level single item production control quantity problem where the demand is represented by a stochastic and non-stationary variable. The update of the information is taken into account through a rolling horizon framework: the demand of a specific period t depends on all past information on hand at this time, and is updated through the dynamics of the forecast method used. We formulate the problem as a stochastic dynamic programming problem, and give an explicit optimal solution for a case where the production lead-time is reduced to zero. We finally compare the optimal results with classical production planning methods through a simulation
In this dissertation, we analyze three isolated problems found in production systems and investigate...
In this paper, a constrained stochastic optimal control problem is formulated to represent a multi-p...
The objective of this work is to introduce techniques for the computation of optimal and near-optima...
International audienceIn this paper, we consider a single level single item production control quant...
International audience—In this paper, we consider a single item single level production planning pro...
International audience—In this paper, we consider a single item single level production planning pro...
International audience—In this paper, we consider a single item single level production planning pro...
In this paper we propose a practical optimization approach based on the rolling-horizon paradigm to ...
Abstract--- In most manufacturing industries; demand uncertainty affects effective planning and cont...
This study considers an inventory control system meeting uncertain demand in continuous time.The dem...
International audienceWe develop a stochastic two-period production/inventory planning model, which ...
International audienceWe develop a stochastic two-period production/inventory planning model, which ...
In this dissertation, we analyze three isolated problems found in production systems and investigate...
International audienceWe develop a stochastic two-period production/inventory planning model, which ...
International audienceWe develop a stochastic two-period production/inventory planning model, which ...
In this dissertation, we analyze three isolated problems found in production systems and investigate...
In this paper, a constrained stochastic optimal control problem is formulated to represent a multi-p...
The objective of this work is to introduce techniques for the computation of optimal and near-optima...
International audienceIn this paper, we consider a single level single item production control quant...
International audience—In this paper, we consider a single item single level production planning pro...
International audience—In this paper, we consider a single item single level production planning pro...
International audience—In this paper, we consider a single item single level production planning pro...
In this paper we propose a practical optimization approach based on the rolling-horizon paradigm to ...
Abstract--- In most manufacturing industries; demand uncertainty affects effective planning and cont...
This study considers an inventory control system meeting uncertain demand in continuous time.The dem...
International audienceWe develop a stochastic two-period production/inventory planning model, which ...
International audienceWe develop a stochastic two-period production/inventory planning model, which ...
In this dissertation, we analyze three isolated problems found in production systems and investigate...
International audienceWe develop a stochastic two-period production/inventory planning model, which ...
International audienceWe develop a stochastic two-period production/inventory planning model, which ...
In this dissertation, we analyze three isolated problems found in production systems and investigate...
In this paper, a constrained stochastic optimal control problem is formulated to represent a multi-p...
The objective of this work is to introduce techniques for the computation of optimal and near-optima...