Level: Professional (P)
This online course will introduce the Bayesian approach to meta-analysis. Attendees will learn practical ways in which they can combine multiple sources of published evidence while accounting for uncertainties such as response bias, publication bias, confounding, and missing information, using either BUGS, JAGS or Stan as software. With Bayesian models, this can be transparent and reproducible.
Please note: Bookings will close 4 working days before the course start date or when the course has reached its maximum capacity.
This course has the Society's Quality Mark so can be used as part of your application for professional membership including Data Analyst.
Level: Professional (P)
This course introduces the Bayesian approach to meta-analysis. Attendees will learn practical ways in which they can combine multiple sources of published evidence while accounting for uncertainties such as response bias, publication bias, confounding, and missing information, using either BUGS, JAGS or Stan as software. With Bayesian models, this can be transparent and reproducible.
This two-day course begins by reviewing classic meta-analysis methods and expressing them as statistical models. Once attendees understand meta-analysis in this larger context, they are able to extend the model flexibly to account for common problems such as papers that report only change from baseline. A series of problems will be tackled in this course, and attendees will leave with model code that they can immediately start using with their own projects.
Learning Outcomes
After attending, participants will be able to:
- Write out standard meta-analyses as statistical models
- Use BUGS, JAGS or Stan to fit such models to data
- Recognise several common problems in meta-analysis
- Extend these models to account for these problems
- Understand and communicate their findings
Topics Covered
Day 1:
- A review of statistical models of meta-analysis
- Introduction to Bayesian analysisProblems in meta-analysis, and sources of uncertainty
- Models for basic DerSimonian-Laird and Biggerstaff-Tweedie meta-analyses
- Introduction to Bayesian software options: BUGS, JAGS and Stan
Day 2:
- Models for network meta-analysis
- Models for missing statistics
- Models for reporting bias
- Models for publication bias
- Models for a mixture of statistics
- Models for a mixture of study types
- Reporting Bayesian meta-analyses
Target Audience
This course will be of interest to evidence-based healthcare researchers, including those writing guidelines and evaluating policies. Attendees should be comfortable conducting simple meta-analyses in some software but do not have to have experience of Bayesian methods.
Assumed Knowledge
This course assumes that all participants have a basic grounding in Bayesian statistics, to the level covered by the RSS courses "Introduction to Bayesian Statistics" or "Introduction to Bayesian Analysis using Stan". There is no specific software expertise required, but examples will be written in BUGS and Stan, using R as an interface. We also assume that participants are familiar with the principles of systematic reviews, for example from reading relevant parts of the Cochrane Collaboration Handbook online.
Robert Grant
Robert Grant is a statistician specialising in Bayesian models and data visualisation, and one of the developers of Stan software. He has twenty years’ experience of research and teaching, and has published more than 60 peer-reviewed papers while working on various healthcare applications. He worked for St George’s Medical School, Kingston University, the Royal College of Physicians and the National Institute for Health and Clinical Excellence. He has provided training for organisations like Harvard Medical School and University College Cork, and has spoken at conferences such as JSM, ICOTS and the RSS conference.
Fees
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Registration before
15 Septebmer 2024
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Registration on/after
15 September 2024
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Non Member
RSS Fellow
RSS CStat/Gradstat/Data Analyst
also MIS & FIS
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£694.00+vat
£590.00vat
£557.00+vat
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£772.00+vat
£655.00+vat
£616.00+vat
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Group discounts are also available*:
3-5 people
6-8 people
9+ people
*Discount only applies to non-member price
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10% discount
15% discount
20% discount
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