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Hitch-hiking: a parallel heuristic search strategy, applied to the phylogeny problem
1Department of Zoology, University of Oxford, South Parks Road, Oxford OX1 3PS, United Kingdom. michael.charleston@zoology.oxford.ac.uk
Summary
A new parallel heuristic search strategy, Hitch-hiking, improves solutions for evolutionary tree reconstruction. This robust method enhances combinatorial optimization by providing insights into problem landscapes.
Area of Science:
- Computational Biology
- Bioinformatics
- Evolutionary Genetics
Background:
- Phylogenetic inference aims to reconstruct evolutionary relationships.
- Maximum Parsimony is a criterion for minimizing evolutionary changes on a tree.
- Heuristic search strategies are essential for complex optimization problems in phylogenetics.
Purpose of the Study:
- To introduce and evaluate a novel parallel heuristic search strategy called Hitch-hiking.
- To assess the effectiveness of Hitch-hiking in improving solutions for the artificial phylogeny problem.
- To demonstrate the general applicability of Hitch-hiking in combinatorial optimization.
Main Methods:
- Development of the Hitch-hiking parallel heuristic search strategy.
- Application of Hitch-hiking to an artificial phylogeny problem with pseudo-randomly evolved sequences.
- Comparison of solutions found with and without the Hitch-hiking strategy.
- Analysis of the strategy's ability to provide information on the problem's landscape.
Main Results:
- The Hitch-hiking strategy is robust and yields better average solutions compared to standard methods.
- The strategy effectively aids in reconstructing evolutionary trees under the Maximum Parsimony criterion.
- Hitch-hiking dynamically provides valuable information about the characteristics of the problem's search space.
- The parallelization scheme proved beneficial for improving search efficiency and solution quality.
Conclusions:
- Hitch-hiking is a valuable parallelization scheme for existing heuristic search strategies.
- The strategy demonstrates broad potential for application across various combinatorial optimization domains.
- This approach offers a significant advancement in computational methods for phylogenetic analysis and beyond.