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Constructing large-scale benchmark datasets for the hierarchical hub location problem using geospatial information: a
Arup Kumar Bhattacharjee1, Anirban Mukhopadhyay2
1Department of Computer Science and Engineering, RCC Institute of Information Technology, Kolkata, 700015, India.
Researchers developed a method to create large-scale geospatial datasets for the single-allocation hierarchical hub median problem. These reproducible datasets, based on Indian cities, aid in location science research and algorithm benchmarking.
Area of Science:
- Operations Research
- Geographic Information Science
- Urban Planning
Background:
- Lack of large-scale, realistic benchmark datasets for the single-allocation hierarchical hub median problem hinders research in location science.
- Existing datasets are often not publicly available or lack the granularity needed for robust validation.
Purpose of the Study:
- To introduce an innovative methodology for generating large-scale, realistic benchmark geospatial datasets.
- To address the scarcity of public datasets for the single-allocation hierarchical hub median problem.
- To provide reproducible and scalable datasets for algorithmic benchmarking and urban planning.
Main Methods:
- Developed a step-by-step methodology for dataset generation.
- Utilized actual building-level geographic data from OpenStreetMap and QGIS.
- Created datasets based on Kolkata and Mumbai, India's major metropolitan areas.
- Solved benchmark instances using IBM ILOG CPLEX for exact solutions.
Main Results:
- Successfully generated diverse, large-scale benchmark geospatial datasets.
- Provided ready-to-use datasets for the single-allocation hierarchical hub median problem.
- Ensured datasets are reproducible, scalable, and adaptable to various problem formulations.
- Empirical validation of algorithms is supported through exact solutions.
Conclusions:
- The public availability of these datasets fills a critical research gap in location science.
- The datasets serve as a foundational platform for benchmarking algorithms and advancing hierarchical hub location studies.
- This work facilitates future methodological innovations in urban planning and logistics optimization.
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