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Yakovlev Et Al. - 2022 - Mathematical Models and Nonlinear Optimization in by trungkien.vu.ibst is a document available to read on EtoBox.
The paper presents a mathematical model for the continuous maximum coverage location problem (MCLP), focusing on optimizing the placement of geometric objects to maximize coverage of a specified domain. Utilizing Python computational geometry packages, the authors conducted experiments to analyze the relationship between coverage area calculation time and the number of covering objects, employing the BFGS method for local solutions. The study highlights the significance of MCLP in various practical applicat
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- trungkien.vu.ibst
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- EN