Subcategories

This category has only the following subcategory.

Media in category "Level set method"

The following 93 files are in this category, out of 93 total.

• An-efficient-scalable-and-adaptable-framework-for-solving-generic-systems-of-level-set-PDEs-Movie2.ogv 43 s, 304 × 304; 2.68 MB
  
• An-efficient-scalable-and-adaptable-framework-for-solving-generic-systems-of-level-set-PDEs-Movie3.ogv 14 s, 304 × 304; 316 KB
  
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  Basilica Julia set with binary decomposition.png 2,000 × 2,000; 418 KB
  
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  Basilica Julia set with Level sets.png 2,000 × 2,000; 187 KB
  
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  Binary decomposition.png 2,000 × 2,000; 49 KB
  
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  Black and white wiggler.gif 500 × 500; 2.85 MB
  
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  Circle Julia set with BD LC methods.png 2,000 × 2,000; 469 KB
  
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  Complex exponential function graph domain xy dimensions.svg 450 × 720; 30 KB
  
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  Complex exponential function graph horn shape xvw dimensions.jpg 1,600 × 1,600; 223 KB
  
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  Complex exponential function graph range vw dimensions.svg 720 × 720; 59 KB
  
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  Complex exponential function graph spiral shape yvw dimensions.jpg 1,600 × 1,600; 235 KB
  
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  Degenerating arc systems.png 1,001 × 1,001; 15 KB
  
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  Dendrite julia.png 1,160 × 888; 37 KB
  
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  DipoleContour.jpg 871 × 871; 149 KB
  
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  Domain coloring z 01.xcf 512 × 512; 1.1 MB
  
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  Domain coloring z 02.jpg 512 × 512; 61 KB
  
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  Domain coloring z 03.jpg 512 × 512; 40 KB
  
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  Domain coloring z 05.jpg 512 × 512; 64 KB
  
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  Douady Rabbit Julia set with modified binary decomposition LCM.png 2,000 × 2,000; 856 KB
  
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  Douady Rabbit Julia set with modified binary decomposition.png 2,000 × 2,000; 639 KB
  
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  Dynamic plane for parabolic parameter from period 2 thru internal angle 1 over 2.png 2,000 × 1,000; 715 KB
  
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  Dynamical chessboards of cauliflower Julia set f(z) = z*z + 0.25.png 1,000 × 1,000; 69 KB
  
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  ElephantsZone z 2 z 3 c.jpg 1,600 × 1,089; 248 KB
  
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  Escher like tiling Basilica Julia set.png 2,000 × 2,000; 567 KB
  
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  Escher like tiling Fat Douady rabbit Julia set.png 2,000 × 2,000; 646 KB
  
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  Escher like tiling.png 2,000 × 2,000; 803 KB
  
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  Fatou sets for Blaschke fraction f(z) = rho * z^2 * (z-3) over (1-3z) with LCM and critical orbit.png 3,000 × 2,000; 975 KB
  
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  Fonction-implicite-(2).jpg 200 × 126; 14 KB
  
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  FRACT008.png 1,024 × 768; 52 KB
  
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  Fract027.jpg 1,272 × 928; 80 KB
  
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  Fractal Julia.jpg 2,013 × 1,510; 383 KB
  
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  Golden Mean Quadratic Siegel Disc Speed.png 1,000 × 1,000; 279 KB
  
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  H2checkers iii.png 2,520 × 2,520; 203 KB
  
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  ILSMJ.png 1,500 × 1,000; 226 KB
  
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  Imploded cauliflower BD inverted.png 2,000 × 2,000; 333 KB
  
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  Imploded cauliflower LSM.png 2,000 × 2,000; 437 KB
  
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  Interior of fat basilica ( parbolic) Julia set.png 2,000 × 2,000; 334 KB
  
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  IntLSM J.jpg 2,000 × 2,000; 444 KB
  
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  Iter 128.gif 640 × 480; 49 KB
  
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  Iter 2048.gif 640 × 480; 122 KB
  
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  Iter 256.gif 640 × 480; 84 KB
  
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  Iter 512.gif 640 × 480; 108 KB
  
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  Js17eta.png 2,560 × 1,600; 759 KB
  
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  Julia (Fractal).png 920 × 1,072; 177 KB
  
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  Julia 0.28 0.008.png 1,280 × 1,280; 387 KB
  
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  Julia Lyapunov.png 1,920 × 1,080; 853 KB
  
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  Julia set (highres 01).jpg 2,048 × 2,048; 1.09 MB
  
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  Julia set 12th power section.png 599 × 399; 296 KB
  
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  Julia set for f(z) = z*z + 0.25+0.5i BDM.png 2,000 × 2,000; 678 KB
  
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  Julia set for f(z) = z*z + 0.375436405964687 +0.248215970457786*I.png 2,000 × 2,000; 539 KB
  
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  Julia set for z*z+0.05 BDM.png 2,000 × 2,000; 447 KB
  
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  Julia set for z*z+0.25 BDM.png 2,000 × 2,000; 377 KB
  
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  Julia set for z*z+0.26 BDM.png 2,000 × 2,000; 634 KB
  
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  Julia-Menge 002.png 4,320 × 4,320; 315 KB
  
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  Julia-Menge.png 7,680 × 4,233; 418 KB
  
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  Julia-Set z2+c ani.gif 400 × 300; 2.5 MB
  
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  JULIA1.png 1,024 × 768; 48 KB
  
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  Julia5.png 556 × 704; 126 KB
  
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  Juliamängden (-0.220858, -0.650752).jpg 512 × 440; 56 KB
  
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  Juliamängden vid koordinaten (-0.120464 ,0.649222).jpg 512 × 440; 49 KB
  
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  JuliaSetOrange.gif 501 × 501; 649 KB
  
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  Lapin de Douady 01.png 6,080 × 4,320; 964 KB
  
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  Lapin de Douady 02.png 20,640 × 17,280; 7.47 MB
  
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  Lapin de Douady 03.png 34,830 × 29,160; 16 MB
  
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  Level set method.jpg 800 × 600; 89 KB
  
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  Level set method.png 2,774 × 1,662; 269 KB
  
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  Level set surface reaction-diffusion.jpg 610 × 509; 159 KB
  
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  Level sets of attraction time to parabolic fixed point in the fat basilica Julia set.png 2,000 × 2,000; 292 KB
  
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  Mandelbrot fractint blue.png 1,024 × 768; 237 KB
  
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  Mandelbrot set with blended gradients sqrt step and slope.png 2,000 × 2,000; 679 KB
  
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  Mandelbrot visual.png 1,280 × 800; 382 KB
  
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  Mandelbrot-histogram-100-iterations.png 500 × 500; 27 KB
  
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  Mandelbrot-histogram-1000-iterations.png 500 × 500; 28 KB
  
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  Mandelbrot-histogram-10000-iterations.png 500 × 500; 29 KB
  
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  Mandelbrot-no-histogram-coloring-100-iterations.png 500 × 500; 8 KB
  
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  Newton fractal II.png 17,500 × 15,000; 4.77 MB
  
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  Newton z3-2z+2.png 1,111 × 1,111; 72 KB
  
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  Newton-Fractal 2z3-2z+2 closeup.png 1,024 × 767; 63 KB
  
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  Newton-lplane-Mandelbrot.jpg 6,000 × 4,800; 2.66 MB
  
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  Perturbated Basilica Julia set.png 2,000 × 1,000; 420 KB
  
• Quadratic Julia set with Internal binary decomposition for internal ray 0.ogv 2.8 s, 1,000 × 1,000; 1.97 MB
  
• Quadratic Julia set with Internal binary decomposition for internal ray 1 over 3.ogv 12 s, 1,001 × 1,001; 5.34 MB
  
• Quadratic Julia set with Internal level sets for internal ray 0.ogv 12 s, 1,000 × 1,000; 5.67 MB
  
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  QuadrupoleContour.jpg 808 × 809; 184 KB
  
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  QuadrupoleContour.svg 540 × 540; 158 KB
  
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  Reversed Basilica Julia set LCM and LSM.png 2,000 × 2,000; 697 KB
  
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  Saddle contours.svg 359 × 359; 175 KB
  
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  Superfícies equipotenciais de um sistema de 3 cargas positivas..png 391 × 381; 26 KB
  
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  Superfícies equipotenciais de um sistema de duas cargas positivas iguais..png 388 × 224; 14 KB
  
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  Time escape Julia set from coordinate (0.285, 0).jpg 640 × 640; 47 KB
  
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  Time escape Julia set from coordinate (phi-2, 0).jpg 640 × 640; 49 KB
  
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  Time escape Julia set from coordinate (phi-2, phi-1).jpg 640 × 640; 83 KB
  
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  Zebra striped surface.png 391 × 552; 63 KB