tree shape statistics
tree shape statistics evaluates the discriminative power of tree shape statistics using a resolution function that quantifies their ability to distinguish among phylogenetic tree shapes and assesses convergence of linear combinations as tree size increases.
Key Features:
- Resolution Function: A resolution function that assesses the ability of different tree shape statistics to differentiate phylogenetic tree shapes and is optimized to reduce computational time and memory.
- Tree Shape Statistics: Numerical representations that encode phylogenetic tree morphology into scalar values and are evaluated for their capacity to capture nuances of tree shape.
- Linear Combination Class: A class of tree shape statistics formed as linear combinations of two existing optimal statistics with respect to the resolution function.
- Convergence Property: Demonstrates that the linear-combination class converges toward a limiting linear combination as phylogenetic tree size increases.
Scientific Applications:
- Speciation and Extinction Patterns: Inferring historical patterns of speciation and extinction from phylogenetic tree shape analysis.
- Comparative Phylogenetics: Distinguishing tree shapes to support comparative studies across taxa and assess evolutionary relationships.
Methodology:
Encode phylogenetic trees with shape statistics and evaluate those statistics using the resolution function.
Topics
Details
- Programming Languages:
- R
- Added:
- 1/14/2020
- Last Updated:
- 1/16/2021
Operations
Publications
Hayati M, Shadgar B, Chindelevitch L. A new resolution function to evaluate tree shape statistics. PLOS ONE. 2019;14(11):e0224197. doi:10.1371/journal.pone.0224197. PMID:31751352. PMCID:PMC6874070.
PMID: 31751352
PMCID: PMC6874070
Funding: - Alfred P. Sloan Foundation: FG-2016-6392
- Natural Sciences and Engineering Research Council of Canada: RGPIN/04622-2016