Abstract
The integration of operational research techniques in the professional life has proved to be indispensable to accomplish delicate tasks in global companies, especially with the complications encountered in various disciplines. Such complications are mainly related to the links between physical and human resources in a management system at the operational level. In this paper, a new integer programming formulation of the booking stays problematic at summer resorts for a foundation members is proposed. The model was treated as a constrained assignment problem that provides many constraints related to the foundations’ rules and requirements. The objective of this model is to maximize a linear function and therefore satisfy the expressed choices of the majority of the foundation members concerning the period and residence in a particular center. The strength of our model lies in its ability to manage a large number of booking requests in the presence of very limited resources. This model is solvable by powerful existing software tools with IP solvers. Our new model was adopted by the Moroccan Mohammedia Foundation for Social Works of Judges and Justice Officials (MFSWJJO), and the obtained results were applied during the summer of 2018. The obtained results of experiments with real-data from MFSWJJO are reported.
Published Version
Talk to us
Join us for a 30 min session where you can share your feedback and ask us any queries you have
Schedule a call