This course aims to support you in acquiring a wider range of mathematical concepts related to vector spaces and linear algebra, while also developing a strong set of mathematical skills for upper-level computer science courses. Through a mathematical approach to problem-solving, you will have the opportunity to develop thinking, reasoning, communication, and modelling skills. Additionally, the course aims to help you connect ideas within mathematics and apply mathematical principles in the context of computer science. Ultimately, this course seeks to provide an experience that fosters an appreciation for the rigour and abstraction in the discipline.
| Academic Units | 3 |
| Exam Schedule | Not Applicable |
| Grade Type | Letter Graded |
| Department Maintaining | CSC(CE) |
| Prerequisites | Must be a Turing AI Scholar MH1812 |
| Mutually Exclusive |
| Index | Type | Group | Day | Time | Venue | Remark |
|---|---|---|---|---|---|---|
| 10004 | LEC/STUDIO | FTA1 | THU | 1030-1220 | TAISPSPACE |
0930
1030
1130
1230
1330
1430
1530
1630
1730
SC1305
LEC/STUDIO | TAISPSPACE
We would encourage you to review with the following template.
AY Taken: ...
Assessment (Optional): ...
Topics (Optional): ...
Lecturer (Optional): ...
TA (Optional): ...
Review: ...
Final Grade (Optional): ...