December 11 – December 21: Fall Term Exam Period (includes tests and midterm exams for Fall/Winter Term classes)
December 22 – January 1: Winter Holiday (University Closed)
(Laboratory required) Curves and surfaces in the plane and space. Intrinsic geometry of curves and surfaces: Serret Frenet frames, first and second fundamental forms, curvature and the Gauss map. Geodesics and parallel transport. Theorema Egregium and Gauss-Bonnet theorems. Prerequisites: [MATH 1232 (C) or MATH 1690 (C) or MATH 1700 (B) or MATH 1701 (B) or MATH 1710 (B)] and [MATH 1220 (C) or MATH 1300 (B) or MATH 1301 (B)]; or consent of instructor.
Instructors: | Leo Butler | |
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CRN: | 55750 | |
Lecture | Location: | 306 Buller |
Dates: | January 03 – April 06 | |
Time: | 10:30–11:20, M.W.F. |
CRN: | 55751 | |
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Tutorial | Location: | 315 Machray Hall |
Dates: | January 05 – April 06 | |
Time: | 16:00–16:50, Th. |
CRN: | 55752 | |
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Tutorial | Location: | 316 Machray Hall |
Dates: | January 05 – April 06 | |
Time: | 16:00–16:50, Th. |
December 11 – December 21: Fall Term Exam Period (includes tests and midterm exams for Fall/Winter Term classes)
December 22 – January 1: Winter Holiday (University Closed)
MATH 1020
Final Exam
Monday, December 18
at
1:30 p.m.
MATH 2140
A01
Final Exam
Tuesday, December 19
at
9:00 a.m.
MATH 2160
A01
Final Exam
Wednesday, December 20
at
9:00 a.m.
MATH 3120
A01
Final Exam
Wednesday, December 20
at
9:00 a.m.
Colloquium talk:
Seth Wolbert
Friday, January 12 at 14:30,
418 Machray Hall.