filmov
tv
Weingarten Map : Lecture 1
Показать описание
In this video, we define the notion of derivative of a scalar valued function defined on a surface S with respect to a tangent vector v.
Deepakalyani Sankar
Weingarten Mapping
derivative of a scalar valued function with respect to v
directional derivative
Weingarten mapping is self adjoint
Рекомендации по теме
0:24:30
Weingarten Map : Lecture 1
0:30:28
Lecture 22 (Part 1): Basic properties of Weingarten map (Shaper operator)
0:26:46
Weingarten map some defn
0:00:56
The Weingarten map (for z=x^3+y^3) Q
0:02:06
Approximative Weingarten map of an ellipsoid (seen from its focal hyperbola) Q
0:22:11
Lecture 21 (Part 2): Weingarten map (Shape operator)
0:09:58
Differential Geometry: The Gauss and Weingarten maps
0:42:26
CLASS 6 The Weingarten Map MAT4C16 DIFFERENTIAL GEOMETRY
0:25:06
ClassicalDiffGeo Lec3 b
0:00:39
Ellipsoid - approximative Weingarten map (closeUp) Q
0:24:18
Lecture 21 (Part 3): Weingarten map (shape operator) is self-adjoint and some consequences
0:01:22
Helicoid - approximate Weingarten map Q
1:11:08
Weingarten Map- Module 3- Part 1
0:02:17
Ellipsoid - Weingarten map Q
0:01:30
Ellipsoid - Weingarten map (close to an umbilic point) Q
0:01:23
Parametric Surface - approximate Weingarten map Q
0:10:49
Differential Geometry - 11 - Gauss Map x Gauss Curvature
0:01:53
Why do I get infinity when I compute the Weingarten Map of the cone?
0:01:54
Ellipsoid - approximative Weingarten map Q
0:26:27
ClassicalDiffGeo Lec 3 a
0:39:42
an exercise plus the Gauss map(1)
0:25:13
Lecture 21 (Part 1): Intuition of Gauss map on plane, sphere, saddle, and torus
0:13:44
weingarten equations
0:39:42
DIFFERENTIAL of the Gauss map(1)