engleski

Optimizing Vehicle Allocation in the Rent-a-Car Network by Applying Mathematical Model

Satisfying vehicle demand of rent-a-car network branches is a complex and time consuming task, which can be facilitated by applying linear programing mathematical model. The goal is to obtain the optimal solution of vehicle allocation, by satisfying demand at minimum costs. With reference to that, the objective function is defined as minimal total distance for vehicles transfers, where distance in kilometers represent cost to be minimized. The optimal solution can be achieved by applying linear programing mathematical model. The implementation of the model is outlined on real-life cases, which are analyzed and compared in order to quantify the improvements.

Vehicle allocation, optimal solution, mathematical model

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