MA 56200, Spring 2024
Introduction To Differential Geometry And Topology
Credit Hours: 3.00. Smooth manifolds; tangent vectors; inverse and implicit function theorems; submanifolds; vector fields; integral curves; differential forms; the exterior derivative; DeRham cohomology groups; surfaces in E3., Gaussian curvature; two dimensional Riemannian geometry; Gauss-Bonnet and Poincare theorems on vector fields.
Instructor Info
| Section |
Room |
Time |
Instructor |
Office |
| 001 |
MATH 215 |
9:30AM |
MWF |
Harold G Donnelly
|
MATH 716 |
Course Materials
| Section |
Type |
Title |
Author |
| ALL |
TEXT |
An Introduction to Differentiable Manifolds and Riemannian Geometry |
William Boothby |
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