Unit convenor and teaching staff |
Unit convenor and teaching staff
Unit Convenor
Jun Ma
Contact via email
AHH Level 2, room 378
Wed 5-6pm and Thur 5-6pm
Lecturer
Georgy Sofronov
Contact via email
AHH level 2, room 362
Fri 1-3pm
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Credit points |
Credit points
4
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Prerequisites |
Prerequisites
Admission to MAppStat or PGDipAppStat or PGCertAppStat or GradDipAppStat
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Corequisites |
Corequisites
STAT806 or STAT810
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Co-badged status |
Co-badged status
STAT721
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Unit description |
Unit description
This unit introduces methodologies and techniques for the exploration and analysis of multivariate data. Topics include graphical displays, discriminant analysis, principal components analysis, multivariate normal distribution, multivariate linear models, and cluster analysis.
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Information about important academic dates including deadlines for withdrawing from units are available at https://www.mq.edu.au/study/calendar-of-dates
On successful completion of this unit, you will be able to:
Name | Weighting | Due |
---|---|---|
Assignment 1 | 15% | 6pm on Sep 9, 2015 |
Assignment 2 | 15% | 6pm on Nov 3, 2015 |
Takehome examination | 45% | 10 am Nov 9, 2015 |
Written Examination | 25% | University Exam period |
Due: 6pm on Sep 9, 2015
Weighting: 15%
Assignment 1 will be available on the unit webpage in week 4 and due in week 7.
Due: 6pm on Nov 3, 2015
Weighting: 15%
Assignment 2 will be available in week 10 and due in week 13 .
Due: 10 am Nov 9, 2015
Weighting: 45%
The final examination comprises one Take-home Examination (3 days) and one Written Examination (2 hours). These examinations are designed to test your knowledge and understanding of the materials discussed in this unit. For the take-home exam students will have THREE days to complete their exam paper. The exam paper will be available on unit web page at 10am on Fri Nov 6 2015 and the students must submit their answers before 10am, Mon Nov 9 2015. This examination involves mainly analysis of real data sets and some simple theoretical questions and thus computer coding in R is required.
Due: University Exam period
Weighting: 25%
This is a written exam and it is to be scheduled in the university exam period. This examination mainly involves conceptual questions or simple calculation questions. For example, it may ask students to identify an appropriate hypothesis testing method for a particular data set. For this exam, students are allowed to bring into the exam room ONE A4 paper written/typed on both sides; photo copies are not allowed.
Classes
You are required to attend a 3-hour lecture each week; the time and room are:
Wednesday 6pm – 9pm E4B208
Technologies used and required
We primarily use the software package R in this Unit. R is becoming increasingly important for statisticians and other scientists. More information about R can be found at the web site http://www.r-project.org/ and the package can be downloaded free of charge from there. R is very similar to the package S-PLUS and most of its codes will also work in S-Plus. From week 2, students will be given exercises each week covering materials from the lectures, and most exercises require using R.
Recommended texts
Prescribed textbook: “Applied Multivariate Statistical Analysis” by Richard A. Johnson, Dean W. Wichern (6th edition)
Students are expected to possess a copy of this textbook and are required to read certain book chapters each week. The following books may be used as other references for this unit:
DILLON & GOLDSTEIN Multivariate Analysis – Methods and applications(QA 278 .d55)
FAHRMEIR & TUTZ Multivariate statistical modelling based on generalized linear models (QA 278 .F34)
FLURY, B A first course in multivariate statistics
FLURY, B Multivariate statistics: A practical approach
MORRISON, D Multivariate statistical methods
The format of the final examination has been changed. Otherwise this offer is similar to the last year's offering.
The following is a detailed list of the topics covered in this Unit, together with the planned delivery time. All lecture notes will be available on iLearn prior to the lecture.
Week | Topic |
1 |
1. Introduction to multivariate analysis 2. Overview of matrix algebra |
2 |
1. Matrix algebra (cont.) 2. Basic concepts of multivariate distributions 3. Sample statistics |
3 |
1. Multivariate sample statistics (cont.) 2. Some useful multivariate distributions |
4. |
1. Initial data analysis 2. Inferences: Estimation and hypothesis testing |
5. | 1. Inferences (cont.) |
6. | 2. MANOVA |
7. |
1. MANOVA (cont.) 2. Multivariate regression |
8. |
1. Regression (cont.) 2. Principal component analysis (PCA) |
9. | 1. Factor analysis (FA) |
11. |
1. Factor analysis (cont.) 2. Discriminant analysis and classification |
12. |
1. Discriminant analysis (cont.) |
13. |
1. Brief introduction to canonical correlation analysis 2. Brief introduction to cluster analysis |
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