Introduction to Generalised Linear Models (GLME01)

Are you working with disease counts, incidence rates, or binary health
outcomes? Generalised Linear Models (GLMs) are a powerful and flexible
statistical framework ideal for epidemiologists analysing real-world
data—from infection presence to risk factor modelling.
Who should attend?

   -

   Public health researchers modelling disease occurrence, prevalence, or
   exposure data
   -

   Epidemiologists working with count or binary outcome data (e.g. cases
   vs. controls, infected vs. uninfected)
   -

   Data analysts in health agencies or NGOs needing interpretable,
   reproducible models
   -

   Postgraduate students or early-career professionals looking to
   strengthen their statistical modelling in R

What you'll learn

   -

   The theory and practical application of GLMs, including logistic
   regression for binary outcomes and Poisson/negative binomial models for
   counts
   -

   How to handle common epidemiological challenges like overdispersion,
   zero-inflated data, and non-normal error structures
   -

   R implementation using the glm() function, with a strong focus on
   interpretation, diagnostics, and communication of results

 Course format

   -

   Live, online sessions, 10 days, 4 hours per day, with real-time
   instruction and hands-on coding in R
   -

   All sessions recorded for flexible learning across time zones
   -

   Next session: September 8-12 & 15-19, 2025
   -

   Course fee: *First 10 places £400* - Normal price £450

Prerequisites

   -

   Basic knowledge of R and RStudio (e.g., importing data, working with
   data frames, and basic plotting)
   -

   Understanding of core statistical concepts like means, variance and
   correlation.
   -

   No prior experience with GLMs required—all methods are taught from first
   principles, focusing on application over theory

------------------------------
Apply statistical modelling with confidence in your epidemiological research

Register or find out more on the PR stats course page or email
oliverhoo...@prstatistics.com.



-- 
Oliver Hooker PhD.
PR stats

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