MADA (Matric Yr 2024)

BSc in Mathematical Sciences with Second Major in Data Analytics

Curriculum (Matriculation Year 2024)

Curriculum Overview

Course TypeAcademic Units (AU)
Core Courses53

Major Prescribed Electives 

Choose one of the two options:

  • Take Professsional Attachment (PA), MH4913.
  • Take Professional Internship (PI), MH4912.

AU figures for the PI option are shown in parentheses.

31 (26)
Second Major Courses: 21
Interdisciplinary Collaborative Core: Common Core17
Interdisciplinary Collaborative Core: Foundational Core10 (15)
Broadening and Deepening Electives (BDE)
Can take BDEs offered by any School.
4
Total136 AU

Notes:

  • AU figures in parentheses (x) indicate the number of AU if the option with PI is selected.
  • Students are required to fulfil 31 (26) AUs in Math Major Prescribed Electives.
  • Second Major courses cannot be used to fulfil the Specialisation requirements. No double counting towards the Specialisation is allowed.
  • Specialisation can be fulfilled through Major Prescribed Electives and/or BDEs. Courses that count towards the requirement for specialisation cannot be S/U. The same course cannot be used to count towards two different specialisations. 
  • A minimum CGPA of 4.50 and a grade of A- or better in the Final Year Project (MH49XX) are required to be eligible for Honours (Highest Distinction). A minimum CGPA of 4.00 and a 'Pass' grade in the Final Year Project (MH49XX) or the Group Final Year Project (MH4915) are required to be eligible for Honours (Distinction). 
  • All core courses cannot be mapped to exchange courses. A maximum of three Major Prescribed Electives can be mapped to exchange courses. Courses that count towards specialisation cannot be mapped to exchange courses. Please refer to this page for more information.

Curriculum by Year

Year 1 Semester 1

MH1100 - Calculus I4 AU
MH1200 - Linear Algebra I4 AU
MH1300 - Foundations of Mathematics4 AU
PS0001 - Introduction to Computational Thinking3 AU
CC0003 - Ethics & Civics in a Multi-Cultural World2 AU
CC0002 - Navigating the Digital World2 AU
HW0001 - Introduction to Academic Communication
(for students who fail QET)
0 AU

Year 1 Semester 2

MH1101 - Calculus II4 AU
MH1201 - Linear Algebra II4 AU
MH1301 - Discrete Mathematics3 AU
MH1403 - Algorithms and Computing3 AU
CC0001 - Inquiry and Communication in an interdisciplinary World2 AU
CC0005 - Healthy Living and Wellbeing3 AU

Year 2 Semester 1

MH2100 - Calculus III4 AU
MH2500 - Probability4 AU
CC0006 - Sustainability: Society, Economy & Environment3 AU
ML0004 - Career and Innovative Enterprise for the Future World2 AU
Broadening and Deepening Elective(s) / Second Major course(s)
3/4 AU each

Year 2 Semester 2

MH2510 - Statistics I4 AU
MH3100 - Real Analysis I4 AU
MH3110 - Ordinary Differential Equations4 AU
PS0002 - Introduction to Data Science and Artificial Intelligence3 AU
CC0007 - Science & Technology for Humanity3 AU
Broadening and Deepening Elective(s) / Second Major course(s)
3/4 AU each

Year 2 Special Terms

MH4913 Professional Attachment
(for PA option; can also be taken during Year 3 Special Terms)
5 AU

Year 3 Semester 1

HW0218 - Communication Across the Sciences2 AU
Major Prescribed Elective(s)3/4 AU each
Broadening and Deepening Elective(s) / Second Major course(s)3/4 AU each

Year 3 Semester 2

MH3600 - Topology and Manifolds4 AU
Major Prescribed Elective(s)
3/4 AU each
Broadening and Deepening Elective(s) / Second Major course(s)3/4 AU each

Year 3 Special Terms

MH4913 Professional Attachment
(for PA option; can also be taken during Year 2 Special Terms)
5 AU

Year 4 Semester 1

Major Prescribed Elective(s)3/4 AU each
Broadening and Deepening Elective(s) / Second Major course(s)3/4 AU each
MH4912 - Professional Internship
(for PI option)
10 AU

Year 4 Semester 2

Major Prescribed Elective(s)3/4 AU each
Broadening and Deepening Elective(s) / Second Major course(s)3/4 AU each

Prescribed Electives

A specialisation area is fulfilled by completing at least 20 AUs from the respective list of courses, including Final Year Project. Additionally, at least two courses must be at level 4 or higher (excluding the Final Year Project). A student may choose to specialise in up to two areas, or none.

MH3400 - Algorithms for the Real World4 AUSem 2
MH3701 - Basic Optimization4 AUSem 2
MH4110 - Partial Differential Equations4 AUSem 2
MH4300 - Combinatorics4 AUSem 1
MH4311 - Cryptography4 AUSem 1
MH4500 - Time Series Analysis4 AUSem 2
MH4700 - Numerical Analysis II4 AUSem 1
MH49XX - Final Year Project (Mutually exclusive with MH4915)8 AUSem 1 or 2
MH4915 - Group Final Year Project (Mutually exclusive with MH49XX)8 AUSem 1 or 2
SC3010 - Computer Security3 AU 
SC4010 - Software Security3 AU 
SC4013 - Applied Security3 AU 

The following courses are also offered as Prescribed Electives to MAS students but are not counted towards any specialisation.

MH4930 - Special Topics in Mathematics4 AU
MH4931 - Special Topics in Applied Mathematics4 AU
MH4932 - Special Topics in Statistics4 AU

 

 

Second Major Courses

Required Second Major Courses


The following course must be read:

MH3511- Data Analysis with Computer3 AUSem 2

Choose one course from each of the following Knowledge Area Lists:

Databases
BC2402 - Designing & Developing Databases4 AUSem 1
EE4791 - Database Systems3 AUSem 2
SC2207 - Introduction to Database*3 AUSem 1 & 2

* Prerequisites apply. Click here for approved prerequisite mappings.

Data Mining
MH4510 - Statistical Learning & Data Mining*4 AUSem 1
EE4483 - Artificial Intelligence & Data Mining*3 AUSem 1
SC4020 - Data Analytics & Mining*3 AUSem 1

* Prerequisites apply. Click here for approved prerequisite mappings.

Data Visualization/Management
BC2406 - Analytics I: Visual and Predictive Techniques*
4 AUSem 1
SC4023 - Big Data Management*3 AUSem 2
SC4024 - Data Visualization*3 AUSem 1

* Prerequisites apply. Click here for approved prerequisite mappings.

Second Major Electives

Choose at least 3 courses from the following list. At least 6 AU must be chosen from non MH-coded courses and the total AU for the Second Major must be at least 21.

MH3400 - Algorithms for the Real World4 AU
MH3510 - Regression Analysis4 AU
MH3701 - Basic Optimization4 AU
MH4302 - Theory of Computing4 AU
MH4320 - Computational Economics4 AU
MH4500 - Time Series Analysis4 AU
MH4511 - Sampling & Survey4 AU
MH4512 - Clinical Trials4 AU
MH4513 - Survival Analysis4 AU
MH4702 - Probabilistic Methods in OR4 AU
BC2407 - Analytics II: Advanced Predictive Techniques*4 AU
BS3008 - Computational Biology and Modelling*3 AU
BS4017 - High-Throughput Bioinformatics3 AU
CH4244 - Numerical Method and Data Analytics3 AU
CM4043 - Molecular Modelling: Principles and Applications3 AU
CM4044 - Artificial Intelligence in Chemistry3 AU
EE4414 - Machine Learning Design & Application3 AU
EE4497 - Pattern Recognition & Machine Learning3 AU
ES2001 - Computational Earth Systems Science4 AU
MA4829 - Machine Intelligence 3 AU
MA4830 - Real Time Software for Mechatronics System3 AU
MA4832 - Microprocessor System3 AU
MS4671 - Introduction to Materials Simulation3 AU
SC3020 - Database System Principle3 AU
SC4001 - Neural Network and Deep Learning3 AU
SC4002 - Natural Language Processing3 AU
SC4021 - Information Retrieval 3 AU
SC4022 - Network Science3 AU

Approved Mapping of Prerequisites

Course Offering SchoolPrerequisite(s)Approved Mapping for MADA
EE4483 EEE EE2107/EE/IM2007 + EE0005/EE1005 MH1201/MH2802 + PS0002
SC2207 SCSE SC2001 MH1403
SC4002 SCSE SC2001 MH1403
SC4020 SCSE SC2001 MH1403
SC4022 SCSE SC2001 MH1403
SC4024SCSESC1003 + SC2000 MH2500 + PS0001

Special Broadening and Deepening Electives

The following courses are offered specially to MAS students, to be read as Broadening and Deepening Electives but are not counted towards any specialisation.

PS5000 - Introduction to Undergraduate Research Experience (for early matriculated and Year 1 students only)3 AUSem S
MH5000 - Mathematical Problem-Solving2 AUSem 1
MH5100 - Advanced Investigations in Calculus I 1 AUSem 1
MH5101 - Advanced Investigations in Calculus II1 AUSem 2
MH5200 - Advanced Investigations in Linear Algebra I1 AUSem 1
MH5201 - Advanced Investigations in Linear Algebra II1 AUSem 2