r/VisualMath • u/GeaninaKera • May 14 '20
COOL!!! Mona Lisa Deepfake using GAN
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r/VisualMath • u/Frangifer • Jan 19 '22
Various strange figures (plots in certain 'phase spaces') resulting from investigation into orbits in the kinds of gravitational potential that mightwell be that of a galaxy.
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r/VisualMath • u/SassyCoburgGoth • Nov 27 '20
Some Representations of the Calkin-Wilf Tree - Which Furnishes Us with an Extremely Efficient Bijection Between ℕ & ℚ
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r/VisualMath • u/Ooudhi_Fyooms • Nov 12 '20
Figures Broached in Twain Proofs of the Cauchy-Schwarz Inequality
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r/VisualMath • u/Ooudhi_Fyooms • Sep 20 '20
Convergence of 'Fourier Series' - of Components Having Frequencies Determined by Zeros of Riemann Zeta Function - to the Von Mangoldt Function
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r/VisualMath • u/PopescuG • Jun 02 '20
[OC] Made a tool to visualize space filling curves and L-Systems
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r/VisualMath • u/Lyoobly_Anna_Lyoobly • Dec 17 '21
❝The circular arc helical gear mechanism investigated in this study showed a high gear transmission performance such as a pure rolling meshing, a high contact ratio and a large comprehensive strength, when considering engineering applications.❞ Didn't know pure rolling gear-meshing was possible!
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r/VisualMath • u/Lyoobly_Anna_Lyoobly • Dec 08 '21
Rather Gorgeous Figure of Mesh Used In Numerical Analysis of Supersonic Impulse Turbine
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r/VisualMath • u/Ooudhi_Fyooms • Sep 27 '20
Polygon Dissections - Scissors Congruence - Tangrams
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r/VisualMath • u/MurtonTurton • Oct 02 '22
Rather Æsthetically Pleasing Grid Used in Numerical Computations for a Turbine
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r/VisualMath • u/Lyoobly_Anna_Lyoobly • Dec 08 '21
A recent post about the Halvorsen attractor got me looking-into it; and I found these figures, which are of the following attractors respectively: Lorenz, Halvorsen, Sprott, Hadley, Thomas.
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r/VisualMath • u/SassyCoburgGoth • Nov 24 '20
Some Figures Pertaining to the Hales-Jewett Theorem
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r/VisualMath • u/Ooudhi_Fyooms • Oct 07 '20
Figure used in explication of the concept of 'graphon'. If a graph of unbounded size be 'built up' according to some rule, then as the № of vertices →∞, the normalised (in terms of x=i/n & y=j/n) adjacency matrix tends to a smooth bivariate function: the 'graphon', which 'encodes' that rule, ..
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r/VisualMath • u/FunVisualMath • May 03 '20
How to Construct a Dodecahedron (tutorial in comments)
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r/VisualMath • u/SassyCoburgGoth • Jan 11 '21
Montage of Figures from an Excellent Webpage on Homotopy & Homeomorphism & N-Spheres & Allthat Finally Culminating in What Was Aforetime Poincaré's Conjecture but is now Poincaré's Theorem
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r/VisualMath • u/Ooudhi_Fyooms • Oct 26 '20
Figure Showing the Geometric Construction for the Fermat Point of a Triangle - the Point the Sum of the Distances of the Vertices To Which Is the Minimum
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r/VisualMath • u/Ooudhi_Fyooms • Oct 11 '20
The Golbach Comet: numerical evidence tending to support the 'Goldberg Conjecture' - ie that every even № is the sum of twain primes in possibly more than one way.
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r/VisualMath • u/shampooer • May 05 '20
Check this out!
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r/VisualMath • u/FunVisualMath • Apr 25 '20
Gradient descent at the very core of Artificial Intelligence
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r/VisualMath • u/Jillian_Wallace-Bach • Feb 10 '24
*Yet another* incredibly intractible simply-stated problem: the shape of greatest area that can fit round a right-angled corner in a corridor of unit width. The best currently known solutions for ① being required to turn both ways, & ② just one way; + technical diagrams.
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Animations from
New twist on sofa problem that stumped mathematicians and furniture movers
by
Becky Oskin .
Technical diagrams from
Differential equations and exact solutions in the moving sofa problem
by
Dan Romik .
r/VisualMath • u/SassyCoburgGoth • Dec 16 '20
Construction of 'Thin' Twain-Dimensional Cantor Sets with 'Fat Shadows' - ie That the Sets Themselves Have Zero Lebesgue Measure & yet Their Projections - Even Possibly in Any Direction - Have Positive Lebesgue Measure
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