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Centralized bundle generation in auction-based collaborative transportation
Margaretha Gansterer1, Richard F Hartl1
1Department for Business Administration, University of Vienna, Oskar-Morgenstern-Platz 1, 1090 Vienna, Austria.
This study introduces an efficient method to reduce the number of bundles in combinatorial auctions for logistics collaborations. It ensures maximum coalition profit and feasibility, making large-scale auctions practical.
Area of Science:
- Operations Research
- Logistics Management
- Computational Economics
Background:
- Horizontal collaborations in logistics involve carriers jointly performing operations to enhance efficiency and sustainability.
- Combinatorial auctions are used to organize the exchange of transportation requests among carriers.
- The exponential growth in the number of possible bundles makes offering all combinations computationally intractable for real-world applications.
Purpose of the Study:
- To develop an efficient method for reducing the set of bundles in combinatorial auctions for logistics.
- To address the Bundle Generation Problem (BuGP) by maximizing total coalition profit while ensuring feasible bundle assignments.
- To overcome the challenge of evaluating the objective function with incomplete information.
Main Methods:
- Definition of the Bundle Generation Problem (BuGP).
- Development of a proxy for the objective function to assess bundle attractiveness under incomplete information.
- Implementation of a genetic algorithms-based framework to generate feasible and attractive bundles.
Main Results:
- An efficient reduction of the complete set of bundles to a manageable subset.
- Achievement of very good solution quality in bundle generation.
- Significant reduction in the computational time for the auction procedure.
Conclusions:
- The proposed approach makes combinatorial auctions of real-world size computationally tractable.
- The method effectively balances maximizing coalition profit with ensuring feasible assignments.
- This work represents a significant advancement for applying combinatorial auctions in practical logistics settings.
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