Page 64 - Handbook Bachelor Degree of Science Academic Session 20212022

Faculty of Science Handbook, Academic Session 2021/2022

APPLIED MATHEMATICS
COURSE CODE COURSE NAME PRE-REQUISITE CREDITS
SIM2019 Systems of Ordinary Differential Equations SIM1006 4
SIM2020 Management Mathematics SIM1002 4
SIM2021 Optimization Techniques SIM2001 4
SIM3021 Mathematical Science Project SIM2011 4
SIM3022 Cryptography SIT1001 and SIM2011 4
SIM3023 Numerical Methods and Analysis SIM2010 4
SIM3024 Computational Geometry SIM2011 4
SIM3025 Scientific Computing SIM2011 4
SIM3026 Production and Inventory Control SIM2012 and SIM2020 4
SIM3027 Mathematical Programming SIM2012 4
SIM3028 Industrial Operations Research SIM2012 4
SIM3029 Computational Fluid Dynamics SIM2018 4
SIM3030 Dynamical Systems Theory SIM2019 3
SIQ2001 Microeconomics - 3
SIQ2002 Macroeconomics - 3
SIT2001 Probability and Statistics II SIT1001 4
SIT2010 Stochastic Processes SIT2001 3
SIT3005 Times Series and Forecasting Methods SIT2001 4
Students who wish to take SIM3020 are advised to have passed at least 90 credits of the listed courses in the program.
(II) ELECTIVE UNIVERSITY COURSES (8 CREDITS)
Student Holistic Empowerment [SHE]
Choose one course from each cluster
Cluster Cluster Title Credits
Cluster 1 Thinking Matters: Mind and Intellect 2
Cluster 2 Emotional, Physical and Spiritual Intelligence: Heart, Body & Soul 2
Cluster 3 Technology, Artificial Intelligence and Data Analytics: i-Techie 2
Cluster 4 Global Issues and Community Sustainability: Making the World a Better Place 2

PROGRAM GOAL

To produce graduates with a sound knowledge of mathematics, capable of analysing and solving
problems and thinking critically, able to adapt to diverse environments and contribute significantly in
various professions.

PROGRAM EDUCATIONAL OBJECTIVES

1. Graduates are able to work in professions related to mathematical sciences or related fields.
2. Graduates are able to practice continuous learning in their careers.
3. Graduates are able to communicate and leverage learned concepts/methods effectively and
ethically.

PROGRAM LEARNING OUTCOMES

At the end of the program, graduates with Bachelor of Science in Mathematics are able to:

1. Explain the principles and concepts of mathematics.
2. Demonstrate the ability to apply mathematical knowledge critically and analytically in related
field.
3. Apply the principles of mathematics in solving mathematical and real-world problems.
4. Communicate mathematical concepts effectively, accurately and coherently in written and oral
forms.
5. Use suitable information, graphical and computational strategies in solving mathematical
problems.
6. Work independently and demonstrate leadership quality and sense of responsibility in achieving
goals and outcomes.
7. Engage in lifelong learning to advance knowledge and applications of mathematics.
8. Act professionally and ethically to solve practical problems in mathematical professions.

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