Available in 2024
Course code

STAT3030

Units

10 units

Level

3000 level

Course handbook

Description

How do we model data of very different types in a consistent way? This course explores generalized linear models and illustrates how methods for analysing continuous and categorical data fit into this framework.


Availability2024 Course Timetables

Callaghan

  • Semester 1 - 2024

Learning outcomes

On successful completion of the course students will be able to:

1. Understand and use the principles of statistical modelling;

2. Have a unified conceptual and theoretical framework for many of the most commonly used statistical methods including multiple linear regression, analysis of variance and logistic regression;

3. Develop skills in statistical computing, specifically in the R statistical programming language and R graphics.

4. Write up a report/project on an analysis of a data set and provide a clear report of results with critical interpretation as based on R code, R outputs and theoretical understanding of theory given in the lectures.


Content

Topics include:

  • Linear models for continuous data (regression and ANOVA)
  • Model fitting as an approach to statistical analysis
  • Least squares estimation
  • Maximum likelihood estimation
  • Inference methods based on model fitting
  • Exponential family of distributions
  • Generalised Linear Models
  • Models for categorical data (logistic regression for nominal and ordinal data, Poisson regression and log-linear models)
  • Generalised Additive models

Assumed knowledge

STAT1300 Fundamentals of Statistics, STAT2000 Applied Statistics and Research Methods


Assessment items

Written Assignment: Assignment 1

Written Assignment: Assignment 2

Presentation: Oral for Project

Project: Written Project

Formal Examination: Examination - Formal


Contact hours

Semester 1 - 2024 - Callaghan

Computer Lab-1
  • Face to Face On Campus 2 hour(s) per week(s) for 13 week(s) starting in week 1
Lecture-1
  • Face to Face On Campus 2 hour(s) per week(s) for 13 week(s) starting in week 1

Course outline