Using the Dynamic Programming Method to Determine the Optimal Decision

Abstract

The most important problem facing any administration is making the appropriate decision to obtain lower costs, so the aim of this research is to find the ideal strategy for establishing electric power stations in Iraq because of its great importance in all aspects of life, with the adoption of one of the branches of the task of applied mathematics, which is programming dynamism While researchers use it to find optimal solutions for various problems. The principles of dynamic programming and how to use them in solving the research problem were discussed and analyzed by dividing the completion time of the project into successive periods of time, and dividing the project into five phases to be contracted by the entity that processed the electrical units and all other requirements for the procurement phase of the project, and the second phase is Allocating appropriate places for the project, and the third stage is preparing suitable places for establishing basic buildings and warehouses suitable for the project. Implementation of the project, the stage of shipment, transfer of supplies to the warehouses designated for the project, and the final stage, completing the installation of electrical units and connecting them to the main national network, and all these stages include partial stages (according to the opposite pattern, respectively)