Application of the Theory of Optimal Set Partitioning for Constructing Fuzzy Voronoi Diagrams

Kiseleva, Elena M.; Prytomanova, O. M.; Hart, Liudmyla; Blyuss, Oleg

doi:10.1007/978-3-030-94910-5_15

Studies in Computational Intelligence

2022

DOI: 10.1007/978-3-030-94910-5_15

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Application of the Theory of Optimal Set Partitioning for Constructing Fuzzy Voronoi Diagrams

Elena M. Kiseleva

O. M. Prytomanova

Liudmyla Hart

et al.

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2024

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“…Location-allocation problems have many subtypes [1]. For instance, the problem can be crisp or fuzzy [2], static or dynamic, linear or nonlinear, and so forth. Each combination of subtypes forms a new unique problem, necessitating the creation of its mathematical model, objective functional, list of constraints, and algorithm.…”

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confidence: 99%

Software for Solving the Two-Stage Location-Allocation Problems

Kiseleva,

Prytomanova,

Lebediev

et al. 2024

PMMM

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This article explores the construction of the mathematical model, method, and algorithm for solving the two-stage optimal location-allocation problem, along with the software implementation for algorithm execution. The developed algorithm enables the resolution of resource management and transportation problems from supply centers to consumer spaces. Considering that in the contemporary world where all resources and goods are transported over considerable distances in substantial volumes, the task of optimizing delivery routes and minimizing delivery costs remains relevant. The created algorithm can be integrated into a logistics system comprising two layers of resource delivery: initially to an intermediate supply center and subsequently to the ultimate consumer.

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mentioning

confidence: 99%

Software for Solving the Two-Stage Location-Allocation Problems

Kiseleva,

Prytomanova,

Lebediev

et al. 2024

PMMM

View full text Add to dashboard Cite

show abstract

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Application of the Theory of Optimal Set Partitioning for Constructing Fuzzy Voronoi Diagrams

Cited by 1 publication

References 18 publications

Software for Solving the Two-Stage Location-Allocation Problems

Software for Solving the Two-Stage Location-Allocation Problems

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