chf_1F1 |
Kummer's (confluent hypergeometric) function |
dpb |
Poisson-beta Distribution |
fit_params |
Functions to estimate parameters of probability distributions by fitting the distributions using optim() |
gmRNA |
Gillespie algorithm for mRNA generating processes |
gmRNA_basic |
Gillespie algorithm for mRNA generating processes |
gmRNA_burst |
Gillespie algorithm for mRNA generating processes |
gmRNA_switch |
Gillespie algorithm for mRNA generating processes |
nlogL |
Negative log Likelihood functions for Poisson, negative binomial and Poisson-beta distributions |
nlogL_nb |
Negative log Likelihood functions for Poisson, negative binomial and Poisson-beta distributions |
nlogL_nb2 |
Negative log Likelihood functions for Poisson, negative binomial and Poisson-beta distributions |
nlogL_pb |
Negative log Likelihood functions for Poisson, negative binomial and Poisson-beta distributions |
nlogL_pb2 |
Negative log Likelihood functions for Poisson, negative binomial and Poisson-beta distributions |
nlogL_pois |
Negative log Likelihood functions for Poisson, negative binomial and Poisson-beta distributions |
nlogL_pois2 |
Negative log Likelihood functions for Poisson, negative binomial and Poisson-beta distributions |
nlogL_zinb |
Negative log Likelihood functions for Poisson, negative binomial and Poisson-beta distributions |
nlogL_zinb2 |
Negative log Likelihood functions for Poisson, negative binomial and Poisson-beta distributions |
nlogL_zipb |
Negative log Likelihood functions for Poisson, negative binomial and Poisson-beta distributions |
nlogL_zipb2 |
Negative log Likelihood functions for Poisson, negative binomial and Poisson-beta distributions |
nlogL_zipois |
Negative log Likelihood functions for Poisson, negative binomial and Poisson-beta distributions |
nlogL_zipois2 |
Negative log Likelihood functions for Poisson, negative binomial and Poisson-beta distributions |
Poisson-beta |
Poisson-beta Distribution |
ppb |
Poisson-beta Distribution |
qpb |
Poisson-beta Distribution |
rpb |
Poisson-beta Distribution |