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Seminar in Geometry >> Content Detail



Calendar / Schedule



Calendar

In this course, the instructor and the students take turns in giving lectures. The topics listed in the table are intended only to point students to the relevant material.

lec #TOPICSlecturerSkey dates
1IntroductionEmma Carberry
2A Review on DifferentiationStudent Presentation
3Inverse Function TheoremStudent Presentation
4Implicit Function TheoremStudent PresentationHomework 1 due
5First Fundamental FormStudent Presentation
6CurvesStudent PresentationHomework 2 due
7Gauss Map I: Background and DefinitionStudent Presentation
8Gauss Map II: Geometric InterpretationEmma CarberryHomework 3 due
9Gauss Map III: Local CoordinatesStudent Presentation
10Introduction to Minimal Surfaces IStudent PresentationHomework 4 due
11Introduction to Minimal Surfaces IIStudent Presentation
12Review on Complex Analysis IStudent Presentation
13Review on Complex Analysis IIEmma Carberry
14Isothermal Parameters and Harmonic FunctionsStudent PresentationHomework 5 due
15Bernstein's TheoremStudent Presentation
16Manifolds and Geodesics IEmma CarberryHomework 6 due
17Manifolds and Geodesics IIEmma Carberry
18Complete Minimal Surfaces IStudent Presentation
19Complete Minimal Surfaces IIStudent Presentation
20Weierstrass-Enneper RepresentationsStudent Presentation
21Gauss Maps and Minimal SurfacesStudent Presentation/Emma Carberry
22Project TalkStudent Presentation
23Project TalkStudent Presentation
24Project TalkStudent Presentation
25Project TalkStudent Presentation
26Project TalkStudent Presentation

 








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