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[HTML][HTML] An Underground Mine Ore Pass System Optimization via Fuzzy 0–1 Linear Programming with Novel Torricelli–Simpson Ranking Function

D Halilović, M Gligorić, Z Gligorić, D Pamučar - Mathematics, 2023 - mdpi.com
In this work, we propose a 3D dynamic optimization model that enables the design of an
underground mine ore pass system with uncertainties. Ore transportation costs and ore pass …
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An Underground Mine Ore Pass System Optimization via Fuzzy 0–1 Linear Programming with Novel Torricelli–Simpson Ranking Function

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In this work, we propose a 3D dynamic optimization model that enables the design of an
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An Underground Mine Ore Pass System Optimization via Fuzzy 0–1 Linear Programming with Novel Torricelli–Simpson Ranking Function.

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An Underground Mine Ore Pass System Optimization via Fuzzy 0–1 Linear Programming with Novel Torricelli–Simpson Ranking Function

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In this work, we propose a 3D dynamic optimization model that enables the design of an
underground mine ore pass system with uncertainties. Ore transportation costs and ore pass …

An Underground Mine Ore Pass System Optimization via Fuzzy 0–1 Linear Programming with Novel Torricelli–Simpson Ranking Function

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In this work, we propose a 3D dynamic optimization model that enables the design of an
underground mine ore pass system with uncertainties. Ore transportation costs and ore pass …