Channel Avatar

Dark Geometry @UCZy5ZUf9llJc5Ek5G27wMfw@youtube.com

157 subscribers

I'm an independent researcher in differential topology/geome


01:05
"Mind over matter" (Official Dark Geometry Channel Trailer)
02:20
For building intuition for the \mathcal I and 'zeta space' framework.
09:54
Knot Problem on a special geometric template
00:04
Lattice model
00:44
Billiards in a non-convex lens domain
00:10
Animating a slice of an F-completion of the unit cube
11:38
My Thoughts On Theta Functions (and more)
01:13
Logarithmic Gauss Circle Problem Animation
10:40
A Look Inside My Math Notebook
00:34
More Complex Moiré Animations. Desmos Can Barely Handle it!
00:30
A...Hologram? Why I think the Interface Construction arises from lower dimensional pieces
00:17
Building a temporally stochastic foliation
04:03
My Favorite Elementary Function You Probably Haven’t Heard Of
26:19
Writing some math ideas down
00:09
Fractal Animation of the Interface Construction
00:21
Disks Traveling Along Interface Construction (point cloud representation)
00:43
Disks Moving in 3D Along Invisible Interface Construction
00:11
Topology: A Quotient Space of the Interface Construction Visualized
02:38
2 Minutes of Animated Desmos Graphs with Music
00:58
An Animated Desmos Graph. Moire patterns!
13:28
An Open Problem in Differential Topology
19:21
The Beautiful Shape That is Frozen In Time - Unlocking the Mysteries of the Interface Construction.
08:48
What are Foliations and Foliated Systems in Differential Topology?
00:16
A beautiful mathematical shape that won't appear in ANY textbook
00:43
Normal bundles restricted to the Gamma set
24:49
What is the Gamma set? Why might it be useful to study from a differential topology standpoint?
17:11
Raw Differential Topology Research in Action. Exploring bundles and analytic sections.
08:23
Is this Bessel series a modular form? (looking at the automorphy condition)
00:21
torus animation with curves also pictured on unit square
01:36
Math Bloopers, Song, and Scenic View.
12:27
A Brief Summary Of The Main Ideas In My Math Research Paper
00:13
A Wild Undulating Torus
00:35
Is This Shape The Future of Deep Learning? #deeplearning #neuralnetworks #geometry
12:35
A Summary of My Mathematical Research
02:52
An Unorthodox Mathematical Journey. Never Give Up.
00:44
Rubiks Cube Transformations On The interface Construction
05:47
The Torus Nobody Talks about
00:24
This Torus Visualization will Shock You (Part 2)
00:15
This Torus Visualization Will Shock You (Part 1)
00:38
This Cylinder Will Change How You See Geometry
00:21
Grindset
00:13
Interface construction undergoing rotations.
07:03
geometric model of fields and spinors. A toy model for the interaction of fundamental forces.