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Published on: February 1, 2020
A partial evaluation approach for the School Bus Routing Problem
Ana Camila Pérez1, Eduardo Sánchez-Ansola1, Alejandro Rosete1
1Universidad Tecnológica de La Habana José Antonio Echeverría (Cujae), Facultad de Informática, 19390, Habana, Cuba.
This study introduces partial evaluation to optimize the School Bus Routing Problem (SBRP). This method significantly reduces computation time for metaheuristic algorithms, cutting execution time by an average of 73.6%.
Area of Science:
- Operations Research
- Computer Science
- Transportation Logistics
Background:
- Exact algorithms for complex optimization problems like the School Bus Routing Problem (SBRP) are often computationally expensive.
- Metaheuristics offer a practical alternative for generating high-quality solutions in a reasonable timeframe.
- Current metaheuristic approaches can be inefficient due to redundant re-evaluation of unchanged solution components.
Purpose of the Study:
- To introduce and apply the partial evaluation technique to the School Bus Routing Problem (SBRP).
- To reduce the computational cost and execution time of metaheuristic algorithms applied to SBRP.
- To investigate the novelty of applying partial evaluation to SBRP within existing literature.
Main Methods:
- Implemented a partial evaluation approach tailored for the SBRP.
- Modified solutions to store information about changes from their predecessors.
- Focused objective function evaluations on only the modified routes within each solution.
Main Results:
- Successfully reduced execution time for SBRP instances using the partial evaluation technique.
- Achieved a decrease in execution time for 80% of the tested instances.
- Demonstrated an average reduction in execution time of 73.6% across instances.
Conclusions:
- Partial evaluation is an effective technique for optimizing metaheuristic solutions for the School Bus Routing Problem.
- The application of partial evaluation significantly enhances the efficiency of solving SBRP instances.
- This research presents a novel contribution by applying partial evaluation to the SBRP domain.
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