Computational Methods in Applied Mathematics
McGill University · QC · MATH478
Computational Methods in Applied Mathematics is a subject at McGill University, QC in MATH. It covers topics like applied-mathematics, computational-biology, computational-mathematics, engineering-mathematics. It is part of 8 degrees. The information below is compiled from public course material — approximate, not official.
McGill University
MATH478
3.00
MATH
Topics covered
Degrees that include Computational Methods in Applied Mathematics
- Applied Mathematics Honours (B.Sc.) (63 credits)
- Biology and Mathematics Major (B.Sc.) (76 credits)
- Mathematics and Computer Science Major (B.Sc.) (72 credits)
- Mathematics Major (B.Sc.) (54 credits)
- Mathematics Major Concentration (B.A. & Sc.) (46 credits)
- Mathematics Minor (B.Eng.) (18 credits)
- Statistics Honours (B.A.) (63 credits)
- Statistics Honours (B.Sc.) (63 credits)
Frequently asked questions
What is Computational Methods in Applied Mathematics about?
Computational Methods in Applied Mathematics covers topics like applied-mathematics, computational-biology, computational-mathematics, engineering-mathematics.
Which degrees include Computational Methods in Applied Mathematics?
Computational Methods in Applied Mathematics is part of 8 degrees, including Applied Mathematics Honours (B.Sc.) (63 credits), Biology and Mathematics Major (B.Sc.) (76 credits), Mathematics and Computer Science Major (B.Sc.) (72 credits), Mathematics Major (B.Sc.) (54 credits), Mathematics Major Concentration (B.A. & Sc.) (46 credits).
How many credit points is Computational Methods in Applied Mathematics?
Computational Methods in Applied Mathematics at McGill University is typically around 3.00 credit points. Approximate — confirm with the university.
Where is Computational Methods in Applied Mathematics taught?
Computational Methods in Applied Mathematics is taught at McGill University, QC.
Studying Computational Methods in Applied Mathematics?
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Sources: McGill University public course catalogue. Information is compiled and summarised — not copied verbatim — and is approximate; always confirm with the original source.
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