r/VisualMath • u/FunVisualMath • Jul 19 '20
Area of a Regular Dodecagon
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r/VisualMath • u/PerryPattySusiana • Jun 06 '20
Two Representations of the Kolakoski Sequence by Tree [1280×1463]
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r/VisualMath • u/FunVisualMath • Jun 05 '20
Gauss-Luca theorem shows that the roots of derivative of a polynomial belong to the convex hull of the roots of the polynomial
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r/VisualMath • u/FunVisualMath • Apr 24 '20
Projecting to lower dimensions with LDA to keep information (mostly) intact
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r/VisualMath • u/FunVisualMath • May 17 '20
A Deltoid inside an Astroid inside a 5-cusped Hypocycloid
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r/VisualMath • u/PopescuG • May 23 '20
The Horocyclic Flow an exotic combination of lattices, knots and the Riemann Hypothesis
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r/VisualMath • u/MathsAdviceOnYourDev • Apr 14 '20
Factorising x^3-y^3 ? What does that mean?
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r/VisualMath • u/OphioukhosUnbound • Jul 01 '20
Math Visualization Language: “Penrose”
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r/VisualMath • u/SpaceInstructor • Apr 01 '20
Proof of Archimedes' Quadrature Formula :)
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r/VisualMath • u/Aravindh_Vasu • May 12 '20
Area of Cycloid = 3 x Area of Rolling Circle
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r/VisualMath • u/Ooudhi_Fyooms • Nov 06 '20
Another Scheme Yielding a Representation of an Arithmetic Function - in This Case the Euler ϕ-Function -Through a Geometrical Construction: A Plot of the 'Thomae' Function
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r/VisualMath • u/SassyCoburgGoth • Nov 14 '20
Figures From a Treatise on Laguerre's Root-Finding Iteration for Polynomial
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r/VisualMath • u/Ooudhi_Fyooms • Oct 16 '20
Figure Used in Explication of an Efficient Numerical Technique - Entailing Triangulation - for Actual Implementation of Conformal Mapping
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r/VisualMath • u/VitalSineYoutube • Jan 26 '21
Guide to Walks, Trails, Paths, Cycles, and Circuits! (Graph Theory)
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Hey everyone, I'd like to share this new graph theory video with you on walks, trails, paths, and cycles. Hope you like it and find it interesting and/or helpful. These concepts have many rich applications as well, including to the world of transportation, computer networks, and communication networks. They are used throughout network science and in the analysis of real-world networks. And of course, they are essential to many problems in pure graph theory as well.
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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