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David Madore @UCZCKUVFCmgvjhYhZPL7xvow@youtube.com

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Mostly mathematical (computer-generated) videos, generally w


00:51
Rotating transparent icosahedron
02:47
Evolution of Julia sets as parameter dives into crevice with argument 9/31
02:47
Evolution of Julia sets as parameter dives into crevice with argument 1/3
02:17
Evolution of Julia sets as parameter circles around −¾
00:59
Evolution of Julia sets as parameter moves into a sub-bulb in the Mandelbrot set
00:59
Evolution of Julia sets as parameter changes component in the Mandelbrot set
00:59
Evolution of Julia sets as parameter leaves the largest bulb of the Mandelbrot set
00:59
Evolution of Julia sets as parameter leaves the Mandelbrot set
02:17
Evolution of Julia sets as parameter walks the edge of the cardioid of the Mandelbrot set
02:17
Evolution of Julia sets as parameter walks the edge of the largest bulb of the Mandelbrot set
02:17
Evolution of Julia sets as parameter walks around the Mandelbrot set
01:31
The sound of some grassmannians
03:01
Random waves on a flat torus (triangular lattice)
03:01
Growing circles on a flat torus (square lattice)
03:00
Growing circles on a flat torus (triangular lattice)
01:28
Projections of the Higman-Sims graph from the Leech lattice (new version)
03:01
Waves on a flat torus (square lattice)
03:01
Waves on a flat torus (triangular lattice)
00:49
Fourier transform of an icosahedron (Coxeter plane view)
00:49
Fourier transform of a dodecahedron (Coxeter plane view)
01:37
Fourier transform of the E8 root system
02:53
Sounds of Lie group representations
00:49
Fourier transform of an icosahedron
00:49
Fourier transform of a dodecahedron
01:37
Voronoi cells of the E8 lattice: 3D cross section with symmetry of order 24, distance map
01:37
Voronoi cells of the E8 lattice: random 3D cross section, distance map
01:37
Voronoi cells of the E8 lattice: 3D cross section with Coxeter plane, distance map
00:49
Voronoi cells of the A8 lattice: 3D cross section with Coexter plane
00:48
Voronoi cells of the D8 lattice: 3D cross section with Coxeter plane
00:48
Voronoi cells of the E8 lattice: 3D cross section with Coxeter plane (wider view)
00:49
Voronoi cells of the E8 lattice: a three-dimensional cross-section with Coxeter plane
00:49
Voronoi cells of the E8 lattice: a random three-dimensional cross-section
02:40
Spherical Waves
03:21
Deforming a rotation by 2 full turns to a trivial one (sequential version)
00:49
Deforming a rotation by 2 full turns to a trivial one (illustrating the Spin group)
00:41
Deformation of a hexagon with fixed sides and angles
01:41
Accelerating toward the speed of light (combined view)
01:40
Accelerating toward the speed of light
02:40
Ideal rotation of the hyperbolic plane
01:20
Hyperbolic kaleidoscope
04:31
Visualizing the Earth in different projections
12:47
Visualizing the sphere and the hyperbolic plane: five projections of each
01:03
The sound of the Cantor set
01:00
Rotation of the A3 lattice
05:15
Rotation of the E8 root system
04:01
The beauty of E8
06:57
Transitive permutation groups on six objects
00:41
Visiting a Kerr black hole and entering the "other" interior region
00:48
Diving into a Kerr black hole
02:36
Orbiting a Kerr black hole (the last stable direct orbit)
01:31
Between the horizons of a Kerr black hole (the "lazy geodesic")
00:44
Visiting a Kerr black hole (corrected version / front view)
00:44
Visiting a Kerr black hole (corrected version / combined view)
00:44
Visiting a Kerr black hole (old version / front view)
00:44
Visiting a Kerr black hole (old version / combined view)
00:13
Cubic surface: deformation of an A3 singularity (with conjugate planes) to an A2 singularity
00:13
Cubic surface: deformation of an A5 singularity to an A4 singularity
00:13
Cubic surface: deformation of an A5 singularity to two A2 singularities
00:12
Cubic surface: deformation of a reducible surface to an A5 singularity
00:13
Cubic surfaces: deformation of an E6 singularity to an A5 singularity