Loglikelihood for diversity-independent diversification model
bd_loglik.Rd
This function computes loglikelihood of a diversity-independent diversification model for a given set of branching times and parameter values.
Arguments
- pars1
Vector of parameters:
pars1[1]
corresponds to lambda0 (speciation rate)pars1[2]
corresponds to mu0 (extinction rate)pars1[3]
corresponds to lambda1 (decline parameter in speciation rate) or K in diversity-dependence-like modelspars1[4]
corresponds to mu1 (decline parameter in extinction rate)- pars2
Vector of model settings:
pars2[1]
sets the model of time-dependence:
-pars2[1] == 0
no time dependence
-pars2[1] == 1
speciation and/or extinction rate is exponentially declining with time
-pars2[1] == 2
stepwise decline in speciation rate as in diversity-dependence without extinction
-pars2[1] == 3
decline in speciation rate following deterministic logistic equation for ddmodel = 1
-pars2[1] == 4
decline in speciation rate such that the expected number of species matches with that of ddmodel = 1 with the same mupars2[2]
sets the conditioning:
-pars[2] == 0
conditioning on stem or crown age
-pars[2] == 1
conditioning on stem or crown age and non-extinction of the phylogeny
-pars[2] == 2
conditioning on stem or crown age and on the total number of extant taxa (including missing species)
-pars[2] == 3
conditioning on the total number of extant taxa (including missing species)pars2[3]
sets whether the likelihood is for the branching times (0) or the phylogeny (1)pars2[4]
sets whether the parameters and likelihood should be shown on screen (1) or not (0)pars2[5]
sets whether the first data point is stem age (1) or crown age (2)- brts
A set of branching times of a phylogeny, all positive
- missnumspec
The number of species that are in the clade but missing in the phylogeny
- methode
The method used to solve the master equation, default is 'odeint::runge_kutta_cash_karp54'.
References
- Etienne, R.S. et al. 2012, Proc. Roy. Soc. B 279: 1300-1309,
doi: 10.1098/rspb.2011.1439
- Etienne, R.S. & B. Haegeman 2012. Am. Nat.
180: E75-E89, doi: 10.1086/667574