BoundedCoalescent

BoundedCoalescent simulates and computes probabilities of phylogenetic trees under the bounded coalescent model by conditioning the most recent common ancestor (MRCA) to occur after a specified date.


Key Features:

  • Direct simulation algorithm: Implements a direct simulation algorithm for the bounded coalescent model that avoids rejection sampling to improve computational efficiency.
  • MRCA probability calculation: Computes the probability that the MRCA occurs after a specified date to obtain probability densities for realizations under the bounded coalescent.
  • Isochronous and heterochronous support: Supports isochronous sampling (identical collection times) and heterochronous sampling (varying collection dates).
  • Temporal-bound influence analysis: Evaluates how imposing a temporal bound on the MRCA alters properties of the resulting phylogenies.
  • R implementation: Functions and algorithms are implemented in R.

Scientific Applications:

  • Speciation studies: Models and tests hypotheses about speciation events conditioned on MRCA timing.
  • Horizontal gene transfer analysis: Applies to analyses of horizontal gene transfer where ancestral timing is constrained.
  • Transmission dynamics: Applies to transmission dynamics to condition inference on recent common ancestry after a specified date.
  • Phylogenetic studies with time-conditioned ancestral events: Generates and evaluates phylogenies under explicit temporal constraints on ancestral events.

Methodology:

Implements direct simulation from the bounded coalescent model (avoiding rejection sampling), computes the probability that the MRCA is after a specified date, and supports both isochronous and heterochronous sampling.

Topics

Details

License:
GPL-3.0
Cost:
Free of charge
Tool Type:
library
Operating Systems:
Mac, Linux, Windows
Programming Languages:
C++, R, C
Added:
11/20/2022
Last Updated:
11/24/2024

Operations

Publications

Carson J, Ledda A, Ferretti L, Keeling M, Didelot X. The bounded coalescent model: Conditioning a genealogy on a minimum root date. Journal of Theoretical Biology. 2022;548:111186. doi:10.1016/j.jtbi.2022.111186. PMID:35697144.

PMID: 35697144
Funding: - National Institute for Health and Care Research: NIHR200892