Research Programmes in Mathematical Sciences

Overview
UTAR's Master of Mathematical Sciences programme aims to prepare candidates for careers at the fore front of teaching, research and development in Mathematical Sciences, or for careers in other professions in which they can apply their research training and knowledge. The programme seeks to cultivate curiosity, powers of observation, depth of critical thinking and intellectual development that mathematicians exploit to make new discoveries as well as enhance their creativity and problem solving skills. UTAR accomplishes these goals through the strengths of its academic staff, its emphasis in research endeavours, suitable infrastructure and facilities, and industry input into the content of its programme.
The coursework structure emphasizes on acquiring wide knowledge in different areas in a chosen specialization and a research-based project. Four specializations are offered, namely, Algebra, Combinatorics, Statistics and Financial Mathematics. Each specialization offered is subject to the availability of students and lecturers. Course-work consists of ten courses of study and a six-credit project. Each course of study is a three-credit unit. Each candidate must take and complete 3 basic major units, 5 core major units (excluding the project) and 2 elective units for graduation.
 
Mode of Study
The coursework structure emphasizes on acquiring wide knowledge in different areas in a chosen specialization and a research-based project.
There are four specializations offered under Structure C, namely, (i) Algebra (ii) Combinatorics (iii) Statistics and (iv) Financial Mathematics*. Each candidate must take 10 units of courses of three credits each and a six-credit Project to be carried out in 2 semesters, making a total of 36 credits to be taken for graduation. Specifically, each candidate must take 3 basic major units, 5 core major units (excluding the Project) and 2 elective units. The 3 basic major units are Research Methods in Mathematical Sciences, Statistical Inference and Advanced Linear Algebra.
For candidates specializing in Algebra, the 5 non-Project core major units are Abstract Algebra, Combinatorial Group Theory, Representation Theory, Number Theory and Commutative Algebra.
For candidates specializing in Combinatorics, the 5 non-Project core major units are Abstract Algebra, Advanced Graph Theory, Chromaticity of Graphs, Fundamentals of Combinatorial Design and Advanced Combinatorics.
For candidates specializing in Statistics, the 5 non-Project core major units are Elementary Stochastic Modelling, Design of Experiments and Quality Engineering, Sampling Techniques, Multivariate Analysis and Linear Models.
For candidates specializing in Financial Mathematics*, the 5 non-Project core major units are Mathematics for Financial Applications, Mathematical Models in Finance, Applied Econometric Analysis, Financial Risk Models and Analytical Portfolio Management.
The elective units available are grouped under 5 categories, namely,
(i) Algebra, (ii) Combinatorics, (iii) Statistics, (iv) Financial Mathematics* and (v) General and Non-Discrete Mathematics. Each candidate may choose any 2 electives from the given lists of elective units. The candidate must have the necessary background and pre-requisite to take the elective chosen.
Currently, we are only offering the specialization of Statistics due to the availability of students and lecturers.

Duration
Full-time: Minimum 1.5 years; Maximum 4 years
Part-time: Minimum 2 years; Maximum 6 years

Medium of Instruction
The language of instruction and interaction is exclusively English.

Entry Requirements

(a) A Bachelor’s degree with Honours in related areas from Universiti Tunku Abdul Rahman or any other university recognised by the Senate; or

(b) An equivalent qualification from an institution recognized as of comparable status by the Senate; or

(c)  A degree or equivalent with at least two (2) years working experience after obtaining that degree, or equivalent.

‘two’ (2) years working experience’ means any working experience after obtaining that qualification which period shall also include practical training and any industrial attachment.

English Requirement
SPM/O-Level English, minimum C4
Paper-based TOFEL, score > 580
Computer-based TOEFL, score  >237
Internet-based Testing (IBT), score >92
International English Language Testing System (IELTS), score > 6.5
English 1119, Credit
MUET, band 4.0 or
American College Testing assessment (ACT), score > 22
Scholastic Assessment Test (SAT), score > 500
English Language Proficiency Test (ELPT), Score > 980

Programme Structure

Course Structure for Master of Mathematical Sciences Structure C (January Intake) - Statistics
Full-time  - Minimum Duration : 1.5 years

Unit Code

Unit Title

Unit Type

Jan

May

Oct

Jan

Y1T1

Y1T2

Y1T3

Y2T1

MEME15203

Statistical Inference

Basic

3

MEME15303

Advanced Matrix Algebra

Basic

3

MEMG10303

Research Methods in Mathematical Sciences

Basic

3

MEME15803

Elementary Stochastic Modelling

Core

3

MEME15903

Design of Experiments and Quality Engineering

Core

3

MEME16003

Sampling Techniques

Core

3

MEME16103

Multivariate Analysis

Core

3

MEME16203

Linear Models

Core

3

MEME1xx03

Elective

Elective

3

MEME1xx03

Elective

Elective

3

MEME15102

Project I

Project

2

MEME25104

Project II

Project

4

                                                                                          Total Credit: 36
ELECTIVE
MEME16303     Advanced Probability Theory
MEME17803     Stochastic Analysis for Finance and Actuarial Science
MEME17603    Computer Intensive Methods for Stochastics Models in Finance
MEME17003    Applied Multivariate Analysis

Part-time  - Minimum Duration : 2 years

Unit Code

Unit Title

Unit Type

Jan

May

Oct

Jan

May

Oct

Y1T1

Y1T2

Y1T3

Y2T1

Y2T2

Y2T3

MEME15203

Statistical Inference

Basic

3

MEME15303

Advanced Matrix Algebra

Basic

3

MEMG10303

Research Methods in Mathematical Sciences

Basic

3

MEME15803

Elementary Stochastic Modelling

Core

3

MEME15903

Design of Experiments and Quality Engineering

Core

3

MEME16003

Sampling Techniques

Core

3

MEME16103

Multivariate Analysis

Core

3

MEME16203

Linear Models

Core

3

MEME1xx03

Elective

Elective

3

MEME1xx03

Elective

Elective

3

MEME15102

Project I

Project

2

MEME25104

Project II

Project

4

                                                                                                           Total Credit: 36
ELECTIVE
MEME16303     Advanced Probability Theory
MEME17803     Stochastic Analysis for Finance and Actuarial Science
MEME17603    Computer Intensive Methods for Stochastics Models in Finance
MEME17003    Applied Multivariate Analysis

Course Structure for Master of Mathematical Sciences Structure C (May Intake) – Statistics
Full-time  - Minimum Duration : 1.5 years

Unit Code

Unit Title

Unit Type

May

Oct

Jan

May

Y1T1

Y1T2

Y1T3

Y2T1

MEME15203

Statistical Inference

Basic

3

MEME15303

Advanced Matrix Algebra

Basic

3

MEMG10303

Research Methods in Mathematical Sciences

Basic

3

MEME15803

Elementary Stochastic Modelling

Core

3

MEME15903

Design of Experiments and Quality Engineering

Core

3

MEME16003

Sampling Techniques

Core

3

MEME16103

Multivariate Analysis

Core

3

MEME16203

Linear Models

Core

3

MEME1xx03

Elective

Elective

3

MEME1xx03

Elective

Elective

3

MEME15102

Project I

Project

2

MEME25104

Project II

Project

4

                                                                  Total Credit: 36
ELECTIVE
MEME16303     Advanced Probability Theory
MEME17803     Stochastic Analysis for Finance and Actuarial Science
MEME17603    Computer Intensive Methods for Stochastics Models in Finance
MEME17003    Applied Multivariate Analysis

Part-time  - Minimum Duration : 2 years

Unit Code

Unit Title

Unit Type

May

Oct

Jan

May

Oct

Jan

Y1T1

Y1T2

Y1T3

Y1T1

Y1T2

Y1T3

MEME15203

Statistical Inference

Basic

3

MEME15303

Advanced Matrix Algebra

Basic

3

MEMG10303

Research Methods in Mathematical Sciences

Basic

3

MEME15803

Elementary Stochastic Modelling

Core

3

MEME15903

Design of Experiments and Quality Engineering

Core

3

MEME16003

Sampling Techniques

Core

3

MEME16103

Multivariate Analysis

Core

3

MEME16203

Linear Models

Core

3

MEME1xx03

Elective

Elective

3

MEME1xx03

Elective

Elective

3

MEME15102

Project I

Project

2

MEME25104

Project II

Project

4

                                                                                                              Total Credit: 36
ELECTIVE
MEME16303     Advanced Probability Theory
MEME17803     Stochastic Analysis for Finance and Actuarial Science
MEME17603    Computer Intensive Methods for Stochastics Models in Finance
MEME17003    Applied Multivariate Analysis

To view progress/flow of study, please click here.


Head of Programme

Dr Chua Kuan Chin
Assistant Professor
Head of Programme (Master of Mathematical Science)
Department of Mathematical and Actuarial Sciences
Faculty of Engineering and Science

Email: chuakc@utar.edu.my


UTAR reserves the right to make changes without prior notice.