Optimizing Military Logistics with Cost-Effective Solutions

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This project focuses on minimizing transportation costs through logistics optimization. It addresses the challenges of quickly delivering resources while meeting demands and staying within supply capacities. By employing a data-driven approach, the project utilizes a cost matrix and detailed supply-demand information. It formulates the problem as an optimization model with constraints on supply, demand, and non-negativity, leveraging the Simplex LP algorithm in Excel Solver. The results...