MATH 465
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Differential Geometry
Mathematics
College of Physical and Mathematical Sciences
Course Description
Geometry of smooth curves and surfaces. Topics include the first and second fundamental forms, the Gauss map, orientability of surfaces, Gaussian and mean curvature, geodesics, minimal surfaces and the Gauss-Bonnet Theorem.
When Taught
Fall Odd Years
Min
3
Fixed/Max
3
Fixed
3
Fixed
0
Other Prerequisites
Math 341 or equivalent.
Recommended
Math 342 or equivalent
Title
Geometry of smooth curves and surfaces.
Learning Outcome
The main purpose of this course is to provide students with an understanding of the geometry of curves and surfaces, with the focus being on the theoretical and logical foundations of differential geometry. For more detailed information visit the Math 465 Wiki page.
