L19_A
1. Motivation: The Curvature of a Surface Is
Characterized by the Differential of Gauss Map
2. Example: Cylinder
L19_B
1. Definition: Self-Adjoint Linear Map
2. Proposition: The Differential of Gauss Map Is a Self-Adjoint Linear Map
3. Definition: The Second Fundamental Form
2. Proposition: The Differential of Gauss Map Is a Self-Adjoint Linear Map
3. Definition: The Second Fundamental Form
L19_C
1. Definition: Normal Curvature
2. Derivation: The Geometric Meaning of the Second Fundamental Form
2. Derivation: The Geometric Meaning of the Second Fundamental Form
10610 池盷恩同學幾何筆記.pdf
