Primeri seminarskih nalog iz področja problemov linearnega programiranja: Zbrano gradivo
Keywords:
linear programming, network optimization, logistics processes, optimization models, decision supportSynopsis
Practical Applications of Linear Programming: Student Seminar Projects. This publication presents a collection of selected student seminar projects in the fields of linear programming and network optimization, developed within logistics education. It covers four fundamental types of optimization problems: the production problem, the blending problem, the transportation problem, and the maximum flow problem. For each case, the practical background, mathematical model, obtained solution, and analysis of results are presented. The purpose of the publication is not to provide a detailed explanation of modelling methodologies or software implementation, but rather to demonstrate the practical applicability of optimization techniques to real-world logistics and production challenges. The presented case studies illustrate how mathematical models can support more effective decision-making, improve resource utilization, reduce costs, and enhance organizational and logistical processes. The publication is intended for students, educators, and anyone interested in understanding the practical application of optimization methods in contemporary business and logistics environments.
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References
Mwando, B.M. (2025). Optimizing Flour Blends for Cost and Nutritional Quality in Africa: A Blending Problem Approach [Seminarska naloga pri predmetu Operations research in logistics]. Fakulteta za logistiko, Univerza v Mariboru.
Pacek, S. (2017). Maksimalni pretok izdelkov skozi proizvodni proces brusnega papirja [Seminarska naloga pri predmetu Optimizacija logističnih procesov]. Fakulteta za logistiko, Univerza v Mariboru.
Struna, G. & Goli, R. (2026). Transportni problem [Seminarska naloga pri predmetu Uporaba optimizacijskih metod v logistiki]. Fakulteta za logistiko, Univerza v Mariboru.
Žekš, D. (2026). Proizvodni problem [Seminarska naloga pri predmetu Uporaba optimizacijskih metod v logistiki]. Fakulteta za logistiko, Univerza v Mariboru.
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