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Time-Dependent-Asymmetric-Linear-Parsimonious Ancestral State Reconstruction
1Aix Marseille Université, CNRS, Centrale Marseille, I2M, Marseille, France. gilles.didier@univ-amu.fr.
Bulletin of Mathematical Biology
|August 19, 2017
Summary
Time-dependent-asymmetric-linear parsimony reconstructs ancestral states using branch lengths and asymmetric costs. This method ensures inferred states are known, with a new algorithm for parametric phylogenetic tree reconstruction.
Area of Science:
- Phylogenetics and Evolutionary Biology
- Computational Biology
- Quantitative Character Evolution
Background:
- Standard linear parsimony (Wagner parsimony) reconstructs ancestral states but does not fully account for branch lengths and asymmetric evolutionary costs.
- Quantitative characters evolve under varying directional pressures, necessitating methods that capture these dynamics.
- Existing methods may not fully represent the range of possible ancestral states under different evolutionary scenarios.
Purpose of the Study:
- To introduce and formally study the time-dependent-asymmetric-linear parsimony method for ancestral state reconstruction.
- To investigate the influence of the asymmetry parameter on the inferred ancestral states.
- To develop a polynomial algorithm for parametric reconstruction of phylogenetic trees.
Main Methods:
- Extension of the standard linear parsimony (Wagner parsimony) to incorporate branch lengths and asymmetric evolutionary costs.
- Formal analysis of the impact of the asymmetry parameter on ancestral state inference.
- Development of a polynomial-time algorithm for generating a compact representation of parametric reconstructions.
Main Results:
- Time-dependent-asymmetric-linear parsimony infers states exclusively from the set of known states, except in degenerate cases.
- This property is consistent with standard Wagner parsimony.
- A polynomial algorithm was developed to determine the set of all possible reconstructed states for unknown nodes across all relevant asymmetry parameters.
Conclusions:
- The time-dependent-asymmetric-linear parsimony provides a robust framework for reconstructing quantitative characters, respecting known states.
- The developed algorithm enables comprehensive parametric reconstruction of phylogenetic trees, offering insights into evolutionary possibilities.
- The method's utility is demonstrated through the parametric reconstruction of cetacean body size evolution.
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