Likelihood-based inference for disease outbreak data can be very challenging due to the inherent dependence of the data and the fact that they are usually incomplete. In this paper we review recent Approximate Bayesian Computation (ABC) methods for the analysis of such data by fitting to them stochastic epidemic models without having to calculate the likelihood of the observed data. We consider both non-temporal and temporal-data and illustrate the methods with a number of examples featuring different models and datasets. In addition, we present extensions to existing algorithms which are easy to implement and provide an improvement to the existing methodology. Finally, R code to implement the algorithms presented in the paper is available ...
A stochastic epidemic model with several kinds of susceptible is used to analyse temporal disease ou...
Earlier research has suggested that approximate Bayesian computation (ABC) makes it possible to fit ...
Epidemiological forecasts are beset by uncertainties about the underlying epidemiological processes,...
Likelihood-based inference for disease outbreak data can be very challenging due to the inherent dep...
Mathematical modelling has become a useful and commonly-used tool in the analysis of infectious dise...
Approximate Bayesian Computation (ABC) and other simulationbased inference methods are becoming incr...
This is the author accepted manuscript. The final version is available from IMS via the DOI in this ...
Approximate Bayesian Computation (ABC) techniques are a suite of modelfitting methods which can be i...
Approximate Bayesian Computation (ABC) techniques are a suite of model fitting methods which can be ...
Considerable progress has been made in applying Markov chain Monte Carlo (MCMC) methods to the analy...
Acrucial practical advantage of infectious diseases modelling as a public health tool lies in its ap...
We consider the case of performing Bayesian inference for stochastic epidemic compartment models, us...
Fitting stochastic epidemic models to data is a non-standard problem because data on the infection p...
The vast majority of models for the spread of communicable diseases are parametric in nature and inv...
The analysis of infectious disease data is usually complicated by the fact that real life epidemics ...
A stochastic epidemic model with several kinds of susceptible is used to analyse temporal disease ou...
Earlier research has suggested that approximate Bayesian computation (ABC) makes it possible to fit ...
Epidemiological forecasts are beset by uncertainties about the underlying epidemiological processes,...
Likelihood-based inference for disease outbreak data can be very challenging due to the inherent dep...
Mathematical modelling has become a useful and commonly-used tool in the analysis of infectious dise...
Approximate Bayesian Computation (ABC) and other simulationbased inference methods are becoming incr...
This is the author accepted manuscript. The final version is available from IMS via the DOI in this ...
Approximate Bayesian Computation (ABC) techniques are a suite of modelfitting methods which can be i...
Approximate Bayesian Computation (ABC) techniques are a suite of model fitting methods which can be ...
Considerable progress has been made in applying Markov chain Monte Carlo (MCMC) methods to the analy...
Acrucial practical advantage of infectious diseases modelling as a public health tool lies in its ap...
We consider the case of performing Bayesian inference for stochastic epidemic compartment models, us...
Fitting stochastic epidemic models to data is a non-standard problem because data on the infection p...
The vast majority of models for the spread of communicable diseases are parametric in nature and inv...
The analysis of infectious disease data is usually complicated by the fact that real life epidemics ...
A stochastic epidemic model with several kinds of susceptible is used to analyse temporal disease ou...
Earlier research has suggested that approximate Bayesian computation (ABC) makes it possible to fit ...
Epidemiological forecasts are beset by uncertainties about the underlying epidemiological processes,...