To graduate with a basic degree, students are required to complete 130 credit units (cu), which include:

• 20 cu of SUSS Core courses
• 50 cu of Major Compulsory courses
• 30 cu of Major Electives courses (at least 5 cu must be level 3 or above)
• 30 cu of Free Electives or Minor

This programme has an honours option. Students who achieve a cumulative grade point average (CGPA) of 3.5 and above upon completion of their basic degree may be invited to enrol in the honours programme. Graduating students who meet the eligibility criteria for an Honours classification will be awarded an honours degree based on aggregate academic performance measured by the CGPA assessed throughout the degree programme.

To graduate with an honours degree, students are to complete an additional 40 cu to achieve a total of 170 cu, which include:

• 30 cu of SUSS Core courses
• 70 cu of Major Compulsory courses
• 30 cu of Major Elective courses
• 40 cu of Free Electives and/or Minor

The curriculum is structured such that:

• Level 1 courses consist of a basic suite of four courses which covers all aspects of foundational mathematics and basic calculus.
• Level 2 courses consist of a set of core courses in linear algebra and real analysis, multivariable calculus, advanced calculus, probability, statistical inference that will prepare students for more advanced mathematics courses, together with a number of elective courses in financial mathematics, Python programming, data structures and algorithms, differential equations.
• Level 3 courses consist of a collection of advanced elective courses such as coding theory, cryptography, complex analysis, experimental design, graph theory, optimization, regression analysis, stochastic processes where students can choose courses to suit their own interests and abilities.