Matroid Theory
University of Waterloo · ON · CO446
Matroid Theory is a subject at University of Waterloo, ON in CO. It covers topics like computational-mathematics, discrete-mathematics, linear-algebra, mathematics. It is part of 3 degrees. The information below is compiled from public course material — approximate, not official.
University of Waterloo
CO446
3.00
CO
Topics covered
Degrees that include Matroid Theory
- Combinatorics and Optimization (Bachelor of Mathematics - Honours)
- Combinatorics and Optimization (Joint Honours)
- Combinatorics and Optimization Minor
Frequently asked questions
What is Matroid Theory about?
Matroid Theory covers topics like computational-mathematics, discrete-mathematics, linear-algebra, mathematics.
Which degrees include Matroid Theory?
Matroid Theory is part of 3 degrees, including Combinatorics and Optimization (Bachelor of Mathematics - Honours), Combinatorics and Optimization (Joint Honours), Combinatorics and Optimization Minor.
How many credit points is Matroid Theory?
Matroid Theory at University of Waterloo is typically around 3.00 credit points. Approximate — confirm with the university.
Where is Matroid Theory taught?
Matroid Theory is taught at University of Waterloo, ON.
Studying Matroid Theory?
Peernovo helps students research, choose and thrive at university — across Australia, the US, the UK and Canada — powered by our AI backbone:
- Explore & compare degrees — across universities and countries with honest, specific information.
- "What Can I Be?" career guidance — an AI pathway councillor that maps degrees to careers.
- See who's studying — your degree at your university — find classmates and study groups.
- AI Task Coach — a Socratic study companion that plans your work around your life.
- Honours & Thesis Research Coach — structure and move your research project forward.
- Smart study planner, exam prep and a daily digest — to keep you on track.
Sources: University of Waterloo public course catalogue. Information is compiled and summarised — not copied verbatim — and is approximate; always confirm with the original source.
Something not right on this page, or want it changed? Let us know and we'll review it.