On One Optimization Problemfor Warehouse Goods Placement

A warehouse goods placement problem is considered, where the aim is to minimize the total time of fulfillment of orders from a given list. NP-hardness of this problem even in the simplest special case is proved. An ILP model is suggested for this problem. Two heuristic algorithms are developed for solving this problem; their effectiveness is analyzed using randomly generated instances.

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Publication Details

Journal
Journal of Applied and Industrial Mathematics
Published
2025-11-02
DOI
https://doi.org/10.1134/s1990478925010089
Primary Topic
Optimization and Packing Problems
Type
article
Field-Weighted Citation Impact
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article

On One Optimization Problemfor Warehouse Goods Placement

A. V. Pyatkin, K. O. Motorin
Journal of Applied and Industrial Mathematics
Optimization and Packing Problems
article

On One Optimization Problemfor Warehouse Goods Placement

A. V. Pyatkin, K. O. Motorin
article en

Abstract

A warehouse goods placement problem is considered, where the aim is to minimize the total time of fulfillment of orders from a given list. NP-hardness of this problem even in the simplest special case is proved. An ILP model is suggested for this problem. Two heuristic algorithms are developed for solving this problem; their effectiveness is analyzed using randomly generated instances.

Journal of Applied and Industrial MathematicsVol. 19(1)
Russian Academy of Sciences (RU), Novosibirsk State University (RU), Sobolev Institute of Mathematics (RU)
Openalex Percentile: Top 55%
Optimization and Packing Problems
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