Multivariate Analysis
7205RM31XY | |||||
6 | |||||
English | |||||
Bachelor of Psychology | |||||
| |||||
Psychology | |||||
research group methodenleer | |||||
| (Information: L.J.Waldorp@uva.nl ) | |||||
| Register | |||||
Objectives
This course will cover a range of multivariate methods. By the end of the course, students will be able to explain the logic of each analysis technique covered, to know the conditions (e.g,. type of data, assumptions) under which each technique is appropriate, to select the most appropriate method for a given research question, to implement each technique using real data in R, and to interpret the software output in terms of the research question.
Contents
Multivariate analysis encompasses a range of methods for exploring and modeling data with more than one dependent variable. Multivariate analysis techniques that we will cover in this course include multivariate and repeated measures ANOVA, cluster analysis, principal components analysis and factor analysis, and canonical correlation analysis. This course will begin with some fundamentals of matrix algebra and R, to provide a framework in which we will work and learn. We will then move onto some techniques for plotting and exploring multivariate data, followed by other exploratory and confirmatory analyses. There will be a strong focus on understanding the basic idea of each analysis technique (including the main equations that underlie the model) and on interpreting the output with respect to substantive theory. Practicals and assignments will give ample opportunity to practice implementing each method in R. This course will be time-intensive, and you should expect to spend 20 hours per week on this course.
Format
Lectures on Tuesdays and practicals on Thursdays.
Time
www.rooster.uva.nl
Cost
- Everitt, B. S. (2005). An R and S-PLUS companion to multivariate analysis. London: Springer-Verlag. ISBN 9781852338824, ±€ 75, Available online through the UvA library.
- Additional readings to be announced on Blackboard.
Min/max participants
Max. 60
Assessment
Assignments/Quizzes (40%), midterm test (25%), and final exam (35%). To pass you must obtain at least a 5.5 on the final exam.
Remarks
Also suitable as a course for PhD students to (re)inform themselves on relevant methods of analysis. PhD’s can apply by contacting Piet van der Waals, e-mail obalie-fmg@uva.nl.