An investigation of IDA* algorithms for the container relocation problem
Trends in Applied Intelligent Systems: 23rd International Conference on …, 2010•Springer
The container relocation problem, where containers that are stored in bays are retrieved in a
fixed sequence, is a crucial port operation. Existing approaches using branch and bound
algorithms are only able to optimally solve small cases in a practical time frame. In this
paper, we investigate iterative deepening A* algorithms (rather than branch and bound)
using new lower bound measures and heuristics, and show that this approach is able to
solve much larger instances of the problem in a time frame that is suitable for practical …
fixed sequence, is a crucial port operation. Existing approaches using branch and bound
algorithms are only able to optimally solve small cases in a practical time frame. In this
paper, we investigate iterative deepening A* algorithms (rather than branch and bound)
using new lower bound measures and heuristics, and show that this approach is able to
solve much larger instances of the problem in a time frame that is suitable for practical …
Abstract
The container relocation problem, where containers that are stored in bays are retrieved in a fixed sequence, is a crucial port operation. Existing approaches using branch and bound algorithms are only able to optimally solve small cases in a practical time frame. In this paper, we investigate iterative deepening A* algorithms (rather than branch and bound) using new lower bound measures and heuristics, and show that this approach is able to solve much larger instances of the problem in a time frame that is suitable for practical application.
Springer
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