Category:Valid SVG created with Mathematica

Subcategories

This category has the following 3 subcategories, out of 3 total.

Media in category "Valid SVG created with Mathematica"

The following 58 files are in this category, out of 58 total.

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  120-Cell showing the individual 8 concentric hulls and in combination.svg 1,219 × 1,291; 1.65 MB
  
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  A collection of fractals named by their generating expression.svg 1,709 × 5,159; 1.61 MB
  
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  A collection of named attractors.svg 1,569 × 5,800; 14.1 MB
  
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  A collection of named fractals.svg 1,229 × 1,591; 12.28 MB
  
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  A collection of named surfaces.svg 1,318 × 6,071; 10.5 MB
  
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  A4 Weyl Orbit 3D Convex Hulls.svg 1,581 × 3,484; 4 MB
  
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  A7 Maximal Embeddings.svg 1,036 × 5,503; 3.52 MB
  
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  Alternate-120-Cell showing the individual 16 concentric hulls.svg 895 × 1,083; 1.1 MB
  
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  Archimedean and Catalan solid hulls with their Weyl orbit definitions.svg 1,539 × 4,641; 3.44 MB
  
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  B6 Maximal Embeddings.svg 912 × 2,834; 1.39 MB
  
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  Bernstein polynomials.svg 720 × 499; 85 KB
  
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  Beta Distribution beta=6-alpha from 1.05 to 4.95.svg 720 × 459; 69 KB
  
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  Beta Distribution beta=alpha from 1.05 to 4.95.svg 720 × 453; 73 KB
  
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  Beta Distribution for conjugate alpha beta.svg 720 × 460; 90 KB
  
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  BimonsterGroup.svg 725 × 265; 194 KB
  
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  C8 Maximal Embeddings.svg 987 × 2,237; 1.6 MB
  
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  Comparing hyperpyramid to translated Simplest 5-cell.svg 1,034 × 3,058; 1.97 MB
  
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  D8 Maximal Embeddings.svg 995 × 6,036; 2.96 MB
  
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  Deltoidal Hexacontahedron Hulls.svg 496 × 817; 523 KB
  
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  Diminished 120-cell convex hulls.svg 1,151 × 1,089; 1.34 MB
  
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  Diminished 120-cell overall convex hull.svg 263 × 259; 197 KB
  
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  Discriminant49CubicFieldFundamentalDomain.svg 512 × 512; 47 KB
  
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  Disdyakis Triacontahedron.svg 461 × 764; 315 KB
  
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  Dual Snub 24 Cell.svg 563 × 525; 1.05 MB
  
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  Dual snub 24-cell overlay with the convex hull of the 120-cell.svg 781 × 745; 1.18 MB
  
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  E6 Maximal Embeddings with Weyl Orbit and Coxeter-Dynkin Diagrams.svg 967 × 3,336; 1.12 MB
  
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  E7 Maximal Embeddings with Weyl Orbit and Coxeter-Dynkin Diagrams.svg 945 × 3,234; 1.3 MB
  
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  E7 Maximal Embeddings.svg 428 × 1,075; 316 KB
  
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  E8 421 Petrie Projection.svg 919 × 923; 1.64 MB
  
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  E8 Maximal Embeddings.svg 1,320 × 3,009; 306 KB
  
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  E8 MaximalEmbeddings with Weyl Orbit and Coxeter-Dynkin Diagrams.svg 680 × 1,467; 1.03 MB
  
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  E8Petrie.svg 512 × 514; 256 KB
  
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  Ein Vater und ein Sohn sind zusammen 62 Jahre alt 48pt.svg 3,339 × 2,095; 33 KB
  
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  Excited state for quantum harmonic oscillator.svg 449 × 278; 44 KB
  
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  F4 Maximal Embeddings with Weyl Orbit and Coxeter-Dynkin Diagrams.svg 919 × 1,346; 718 KB
  
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  Functras ajl.svg 204 × 162; 9 KB
  
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  G2 Maximal Embeddings with Weyl Orbit and Coxeter-Dynkin Diagrams.svg 532 × 1,046; 385 KB
  
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  Gosper Island 1.svg 480 × 480; 4 KB
  
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  Gosper Island 4.svg 480 × 480; 10 KB
  
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  GrandAntiPrism-2D-F4.svg 860 × 860; 191 KB
  
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  Instability analysis.svg 1,200 × 770; 26 KB
  
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  Inverse x hyperbola.svg 720 × 720; 24 KB
  
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  Ladder Paradox GarageFrame.svg 152 × 120; 5 KB
  
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  Ladder Paradox LadderFrame.svg 150 × 120; 5 KB
  
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  Landau Distribution PDF.svg 450 × 285; 35 KB
  
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  Lorentzian Wormhole.svg 620 × 600; 94 KB
  
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  MeyerMathematica.svg 450 × 278; 62 KB
  
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  Negative joint probability 2.svg 910 × 563; 39 KB
  
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  Pentagonal Hexacontahedron Convex Hulls.svg 328 × 567; 531 KB
  
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  Period Ratio of Ideal Pendulum.svg 512 × 512; 47 KB
  
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  Prime number theorem ratio convergence.svg 250 × 160; 87 KB
  
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  Red and sign.svg 540 × 540; 3 KB
  
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  RiemannZeta Zeros.svg 1,915 × 1,670; 661 KB
  
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  Snub decahedron comparing regular vs quasi-regular.svg 338 × 338; 363 KB
  
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  Sum of reciprocals of primes.svg 236 × 154; 93 KB
  
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  Triakis icosahedron hulls.svg 517 × 639; 395 KB
  
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  Truncated icosidodecahedron comparing regular vs quasi-regular overlay of regular and quasi-regular constructions.svg 338 × 339; 291 KB
  
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  Weierstrass transform.svg 720 × 458; 106 KB