MAT 320
4 credits
A careful study of the theory underlying calculus. The real number system. Basic properties of functions of one real variable. Differentiation, integration, and the inverse theorem. Infinite sequences of functions and uniform convergence. Infinite series. Metric spaces and compactness. This course is a more demanding alternative of MAT 319, suitable for students who are comfortable with rigorous proofs. Students wishing to enroll in MAT 320 should instead enroll in MAT 319. In approximately the 6th week, an assessment will be held and qualified students will be offered the option of moving to MAT 320.
All of
One of
MAT 200Logic, Language and ProofB or higher
MAT 250Introduction to Advanced MathematicsB or higher
permission of instructor
One of
MAT 203Calculus III with ApplicationsC or higher
MAT 211Introduction to Linear AlgebraC or higher
MAT 220C or higher
MAT 307Multivariable Calculus with Linear AlgebraC or higher
AMS 261Applied Calculus IIIC or higher
MAT 127Calculus CA- or higher
MAT 132Calculus IIA- or higher
MAT 142A- or higher
AMS 161Applied Calculus IIA- or higher
B or higher in MAT 200 or MAT 250 or permission of instructor; C or higher in one of the following: MAT 203, 211, 220, 307, AMS 261, or A- or higher in MAT 127, 132, 142, or AMS 161
| Section | Days | Time | Room | Instructor |
|---|---|---|---|---|
| LEC 01 | TuTh | 12:30PM–1:50PM | MATHEMATICS P131 WESTCAMPUS | Claude LeBrun★ 3.2 |
| REC R01 | TuTh | 5:00PM–5:55PM | PHYSICS P127 WESTCAMPUS | Ceyhun Elmacioglu |
Compass