simulate_yule {apTreeshape} R Documentation

## Ranked topology with Birth-death process depths

### Description

Simulates the ranked topology with node depths simulated using the constant birth-death process

### Usage

```simulate_yule(epsilon, alpha, beta, N, b, d,
tmax = Inf, equal.ab = TRUE, eta = 1, lambda = NULL)
```

### Arguments

 `epsilon` Minimum size of unsampled splits (see appendix 1) `alpha` Clade age-richness index `beta` Imbalance index `N` Tip number `b` Birth rate `d` Death rate `tmax` Maximal crown age `equal.ab` If set to TRUE, all species have the same probability to go extinct first (default to TRUE) `eta` Clade abundance-richness index (if equal.ab == FALSE) `lambda` Optional, vector of lambda_epsilon returned by the function lambda_N. If set to NULL (the default) it will be computed inside the function

### Value

A phylo object with ranked shape drawn from our model, with an additional tip.ab field containing a vector of tip abundances.

### Author(s)

Odile Maliet, Fanny Gascuel & Amaury Lambert

### References

Maliet O., Gascuel F., Lambert A. (2018) Ranked tree shapes, non-random extinctions and the loss of phylogenetic diversity, bioRxiv 224295, doi: https://doi.org/10.1101/224295

### Examples

```# Simulate a tree
set.seed(813)
tree=simulate_yule(epsilon=0.001,alpha=-1,beta=-1,
N=20,equal.ab=FALSE,eta=1.5, b=1, d=0.5)

# Plot the tree with dots at tips that have sizes scaling with log abundance
tree\$tip.label = rep(".", length(tree\$tip.label))
plot.phylo(tree, show.node.label=TRUE,
cex=(log(tree\$tip.ab)-min(log(tree\$tip.ab)-0.1))*6/diff(range(log(tree\$tip.ab))), adj=0.1)
```

[Package apTreeshape version 1.5-0.1 Index]