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Faculty of Science Handbook, Academic Session 2025/2026




                 SIM3029            Computational Fluid Dynamics            SIM2018              4
                 SIM3030            Dynamical Systems Theory                SIM2019              3
                 SIQ1001            Introduction to Accounting                  -                3
                 SIQ2001            Microeconomics                              -                3
                 SIQ2002            Macroeconomics                              -                3
                                    Financial Mathematics and               SIM1002
                 SIQ2003                                                                         4
                                    Derivatives
                 SIT2001            Probability and Statistics II           SIT1001              4
                 SIT2010            Stochastic Processes                    SIT2001              3
                                    Times Series and Forecasting            SIT2001              4
                 SIT3005
                                    Methods


                 Students who wish to take SIM3020 are advised to have passed at least 90 credits of the
                 listed courses in the program.


               ** Minor package
               (1) Students are required to complete a minimum of 18 credits under the same minor
               package in order to be displayed on the transcript.


               (2) For further information, students can refer to UMSItS Guide via this link:
               https://umsitsguide.um.edu.my/



               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 fields.
                3. Apply the principles of mathematics in solving mathematical and real-world problems.





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