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A historical perspective on location problems

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Óscar Luis Palacios-Vélez, Felipe J.A. Pedraza-Oropeza & Bernardo Samuel Escobar-Villagran. (2015) An algebraic approach to finding the Fermat–Torricelli point. International Journal of Mathematical Education in Science and Technology 46:8, pages 1252-1259.
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Víctor Blanco, Ricardo Gázquez, Diego Ponce & Justo Puerto. (2023) A branch-and-price approach for the continuous multifacility monotone ordered median problem. European Journal of Operational Research 306:1, pages 105-126.
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Mohsen Afsharian. (2022) The p-efficient problem in location analytics: Definitions, formulations, applications, and future research directions. Healthcare Analytics 2, pages 100014.
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Rejitha Raveendran, Arun D. Mahindrakar & Umesh Vaidya. (2020) Non-smooth Projected Primal-Dual Dynamical Approach to Solve the Extended Fermat-Torricelli Problem. IEEE Control Systems Letters, pages 1-1.
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María José Madrid, Alexander Maz-Machado, Carmen León-Mantero & Carmen López-Esteban. (2017) Aplicaciones de las Matemáticas a la Vida Diaria en los Libros de Aritmética Españoles del Siglo XVI. Bolema: Boletim de Educação Matemática 31:59, pages 1082-1100.
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. (2014) Current Bibliography of the History of Science and Its Cultural Influences, 2014. Isis 105:S1, pages i-301.
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