1 | Introduction | Emma Carberry | |
2 | A Review on Differentiation | Student Presentation | |
3 | Inverse Function Theorem | Student Presentation | |
4 | Implicit Function Theorem | Student Presentation | Homework 1 due |
5 | First Fundamental Form | Student Presentation | |
6 | Curves | Student Presentation | Homework 2 due |
7 | Gauss Map I: Background and Definition | Student Presentation | |
8 | Gauss Map II: Geometric Interpretation | Emma Carberry | Homework 3 due |
9 | Gauss Map III: Local Coordinates | Student Presentation | |
10 | Introduction to Minimal Surfaces I | Student Presentation | Homework 4 due |
11 | Introduction to Minimal Surfaces II | Student Presentation | |
12 | Review on Complex Analysis I | Student Presentation | |
13 | Review on Complex Analysis II | Emma Carberry | |
14 | Isothermal Parameters and Harmonic Functions | Student Presentation | Homework 5 due |
15 | Bernstein's Theorem | Student Presentation | |
16 | Manifolds and Geodesics I | Emma Carberry | Homework 6 due |
17 | Manifolds and Geodesics II | Emma Carberry | |
18 | Complete Minimal Surfaces I | Student Presentation | |
19 | Complete Minimal Surfaces II | Student Presentation | |
20 | Weierstrass-Enneper Representations | Student Presentation | |
21 | Gauss Maps and Minimal Surfaces | Student Presentation/Emma Carberry | |
22 | Project Talk | Student Presentation | |
23 | Project Talk | Student Presentation | |
24 | Project Talk | Student Presentation | |
25 | Project Talk | Student Presentation | |
26 | Project Talk | Student Presentation | |