In Search of Optimal Linkage Trees


Linkage-learning Evolutionary Algorithms (EAs) use linkage learning to construct a linkage model, which is exploited to solve problems efficiently by taking into account important linkages, i.e. dependencies between problem variables, during variation. It has been shown that when this linkage model is aligned correctly with the structure of the problem, these EAs are capable of solving problems efficiently by performing variation based on this linkage model [2]. The Linkage Tree Genetic Algorithm (LTGA) uses a Linkage Tree (LT) as a linkage model to identify the problem’s structure hierarchically, enabling it to solve various problems very efficiently. Understanding the reasons for LTGA’s excellent performance is highly valuable as LTGA is also able to efficiently solve problems for which a tree-like linkage model seems inappropriate. This brings us to ask what in fact makes a linkage model ideal for LTGA to be used.

DOI: 10.1145/2739482.2764679

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@inproceedings{Bokx2015InSO, title={In Search of Optimal Linkage Trees}, author={Roy de Bokx and Dirk Thierens and Peter A. N. Bosman}, booktitle={GECCO}, year={2015} }