Module Code | STP80120 |
Module Name | Advanced Linear Models 2 |
ECTS Weighting | 5 ECTS |
Semester taught | Semester 2 |
Module Coordinator/s | Prof Caroline Brophy |
Module Learning Outcomes
- Fit and interpret simple and multiple linear regression models, and understand their underlying theory, using statistical software as appropriate
- Diagnose and resolve diagnostic issues with regression models, using statistical software as appropriate.;
- Identify data situations when generalized linear models are required beyond regular regression models, and fit and interpret a range of GLMs, using statistical software as appropriate;
Module Content
This module will cover simple linear regression and multiple regression, with underlying theory; Regression model diagnostics and how to resolve problems; Generalized Linear Models (GLMs), to include an overview of GLMs, logistic regression, Poisson regression and ordinal regression. An emphasis will be placed on learning how to implement these techniques using R or other statistical software. Multiple choice quizzes will be used as study aids to help students evaluate their knowledge throughout the semester.
Teaching and learning Methods
Online module consisting of 4 weekly sessions. Live tutorial sessions each week. All learning takes place through Blackboard.
Assessment Details
Assessment Component | Brief Description | Learning Outcomes Addressed | % of total | Week set | Week Due |
Final Exam | 2 Hour Take Home exam | All | 100% | NA | NA |
Reassessment Details
Examination 100% take home 5hr exam
Contact Hours and Indicative Student Workload
Contact Hours (lectures, labs, tutorials, meetings, etc.) | 30 |
Independent study (outside scheduled contact hours), broken down by: | 50 |
Preparation for classes and review of material (including preparation for examination, if applicable | 20 |
completion of assessments (including examination, if applicable) | 25 |
Total Hours | 125 |
Recommended Reading List
Material will be provided when needed.
Module Pre-requisites
N/A
Module Co-requisites
N/A
Module Website
Blackboard