The course introduces students to the basic principles of Bayesian statistics that have applications in the field of medicine.
Availability2017 Course Timetables
- Semester 2 - 2017
- Semester 2 - 2018
On successful completion of the course students will be able to:
1. Understand Bayes' rule, prior distributions and their applications to medical statistics;
2. Be able to apply Bayesian methods to medical data using SAS and WINBUGS software;
3. Interpret credible intervals and probabilities from a Bayesian standpoint
4. Impute data using MCMC Bayesian methodology
Topics covered in this course will include the principles of prior and posterior distributions, Bayes' rule for statistical inference, conjugate and non-conjugate priors, the Gibbs sampler, Wishart and inverse Wishart distributions, the Metropolis and Metropolis-Hastings algorithms, Jeffries invariant prior, hierarchical linear models from a Bayesian perspective, the concept of credible intervals, exchangeable prior models for robust inference, Bayesian mixture models and Markov Chain Monte Carlo (MCMC) models.
Must be enrolled in Graduate Diploma of Medical Biostatistics or Master of Medical Statistics to enrol in this course. Pre-requisites: must have successfully completed BIOS6020, BIOS6040, BIOS6050, BIOS6070, BIOS6170, and EPID6420.
Online 6 hour(s) per Week for Full Term
As an indication only, students may expect to spend 8-10 hours per week on study.