This paper proposes a finite-horizon and time-varying demand rate function formulations for the optimal manufacturing batch size model with rework. The basic model is found in [Jamal et al. Comput. Ind. Eng. 47 (2004) 77–89.]. Two policies 1 and 2 are considered. In Policy 1 defective items produced in a given period are remanufactured within thesame period while Policy 2 accumulates the defective items until the last period. The search for the optimal manufacturing batch size for policies 1 and 2 is shown to reduce to the problem of determining the number of manufacturing-rework periods as well as their starting and finishing times. This leads to the examination of two mixed integer non-linear programming problem which are completely solve...
This paper is concerned with joint determination of the optimal lot size and optimal number of shipm...
In the most of the production systems, at the end of the replenishment period, some imperfect units ...
In this paper we consider an imperfect production system which produces good and defective items and...
This paper proposes a finite-horizon and time-varying demand rate function formulations for the opti...
This study explores a finite production rate (FPR) model featuring overtime option and rework of non...
AbstractThis study employs mathematical modeling along with a recursive searching algorithm to deter...
This paper is concerned with determination of the optimal lot size for an economic production quanti...
[[abstract]]This paper is concerned with the decision-making on the optimal production batch size an...
AbstractThis study employs mathematical modeling along with a recursive searching algorithm to deter...
The paper develops a model to determine the optimal product reliability and production rate that ach...
This paper is concerned with the decision-making on the optimal production batch size and optimal nu...
A generalized production lot size inventory model for deteriorating items over a finite planning hor...
Raw material ordering policy and the manufacturing batch size for frequent deliveries of finished go...
A generalized production lot size inventory model for deteriorating items over a finite planning hor...
The problem of scheduling the production of new and recoverable defective items of the same product ...
This paper is concerned with joint determination of the optimal lot size and optimal number of shipm...
In the most of the production systems, at the end of the replenishment period, some imperfect units ...
In this paper we consider an imperfect production system which produces good and defective items and...
This paper proposes a finite-horizon and time-varying demand rate function formulations for the opti...
This study explores a finite production rate (FPR) model featuring overtime option and rework of non...
AbstractThis study employs mathematical modeling along with a recursive searching algorithm to deter...
This paper is concerned with determination of the optimal lot size for an economic production quanti...
[[abstract]]This paper is concerned with the decision-making on the optimal production batch size an...
AbstractThis study employs mathematical modeling along with a recursive searching algorithm to deter...
The paper develops a model to determine the optimal product reliability and production rate that ach...
This paper is concerned with the decision-making on the optimal production batch size and optimal nu...
A generalized production lot size inventory model for deteriorating items over a finite planning hor...
Raw material ordering policy and the manufacturing batch size for frequent deliveries of finished go...
A generalized production lot size inventory model for deteriorating items over a finite planning hor...
The problem of scheduling the production of new and recoverable defective items of the same product ...
This paper is concerned with joint determination of the optimal lot size and optimal number of shipm...
In the most of the production systems, at the end of the replenishment period, some imperfect units ...
In this paper we consider an imperfect production system which produces good and defective items and...