Description
Introduction to the geometry and calculus of surfaces in 3-dimensional Euclidean space. Topics include regular surfaces, differentiable functions on surfaces, first fundamental form, area, orientability, the Gauss map, curvature, the hyperbolic plane including geodesics and isometries, Gauss-Bonnet, differential forms, surface integrals, Stokes's Theorem, and Green's Theorem.
Minimum Credits
3
Maximum Credits
3
Repeat for Credit
No
Required Requisite(s):
Prerequisites: 'C' or better in MATH 3220
Semesters Typically Offered
Spring