Generalities about Visualization

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Jean-François COLONNA

jean-francois.colonna@polytechnique.edu

CMAP (Centre de Mathématiques APpliquées) UMR CNRS 7641, Ecole Polytechnique, CNRS, 91128 Palaiseau Cedex, France

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(CMAP28 WWW site : this page was created on 03/15/2000 and last updated on 02/24/2014 14:46:01 -CET-)

- Curve Visualization [
*Visualisation de Courbes*] : - Surface Visualization [
*Visualisation de Surfaces*] : - Tridimensional Manifold Visualization [
*Visualisation de Variétés Tridimensionnelles*] : - Tridimensional Visualization of Bidimensional Scalar Fields [
*Visualisation de Champs Scalaires Bidimensionnels*] : - Visualization of Tridimensional Scalar Fields [
*Visualisation de Champs Scalaires Tridimensionnels*] : - Visualization of Tridimensional Vector Fields [
*Visualisation de Champs de Vecteurs Tridimensionnels*] : - Visualization of Bidimensional Time-Dependent Scalar Fields [
*Visualisation de Champs Scalaires Bidimensionnels Dépendant du Temps*] : - Visualization of Tridimensional Time-Dependent Scalar Fields [
*Visualisation de Champs Scalaires Tridimensionnels Dépendant du Temps*] : - Enhancement of the Third Dimension -Fog, Depth of Field, Lighting,...- [
*Améliorations de la Perception de la Troisième Dimension -Brouillard, Profondeur de Champ, Eclairage,...-*] : - Stereograms [
*Stéréogrammes*] : - Autostereograms [
*Autostéréogrammes*] : - Autostereograms of a Volcano [
*Autostéréogrammes d'un Volcan*] : - Autostereograms of Quaternionic Julia Sets [
*Autostéréogrammes d'Ensembles de Julia Calcules dans le Corps des Quaternions*] : - More Autostereograms [
*Autres Exemples d'Autostéréogrammes*] : - Anaglyphs [
*Anaglyphes*] : - Fourth Dimension Visualization [
*Visualisation de la Quatrième Dimension*] : - N-Dimensional Space Visualization [
*Visualisation d'Espaces à N Dimensions*] : - Time Visualization [
*Visualisation du Temps*] : - Relative Motions, Points of View and Virtual (or Subjective) Chaos [
*Mouvements Relatifs, Points de Vue et Chaos Virtuel (ou Subjectif)*] : - Optical Illusions and Various Problems [
*Illusions d'optique et Problèmes Divers*] :

- Curve Visualization [
*Visualisation de Courbes*] : - Surface Visualization [
*Visualisation de Surfaces*] : - Tridimensional Manifold Visualization [
*Visualisation de Variétés Tridimensionnelles*] : - Tridimensional Visualization of Bidimensional Scalar Fields [
*Visualisation de Champs Scalaires Bidimensionnels*] : - Visualization of Tridimensional Scalar Fields [
*Visualisation de Champs Scalaires Tridimensionnels*] : - Visualization of Tridimensional Vector Fields [
*Visualisation de Champs de Vecteurs Tridimensionnels*] : - Visualization of Bidimensional Time-Dependent Scalar Fields [
*Visualisation de Champs Scalaires Bidimensionnels Dépendant du Temps*] : - Visualization of Tridimensional Time-Dependent Scalar Fields [
*Visualisation de Champs Scalaires Tridimensionnels Dépendant du Temps*] : - Enhancement of the Third Dimension -Fog, Depth of Field, Lighting,...- [
*Améliorations de la Perception de la Troisième Dimension -Brouillard, Profondeur de Champ, Eclairage,...-*] : - Stereograms [
*Stéréogrammes*] : - Autostereograms [
*Autostéréogrammes*] :
[more information
]
- Autostereograms of a Volcano [
*Autostéréogrammes d'un Volcan*] : - Autostereograms of Quaternionic Julia Sets [
*Autostéréogrammes d'Ensembles de Julia Calculés dans le Corps des Quaternions*] : - More Autostereograms [
*Autres Exemples d'Autostéréogrammes*] : - Anaglyphs [
*Anaglyphes*] : - Fourth Dimension Visualization [
*Visualisation de la Quatrième Dimension*] : - N-Dimensional Space Visualization [
*Visualisation d'Espaces à N Dimensions*] : - Time Visualization [
*Visualisation du Temps*] : - Relative Motions, Points of View and Virtual (or Subjective) Chaos [
*Mouvements Relatifs, Points de Vue et Chaos Virtuel (ou Subjectif)*] : - Optical Illusions and Various Problems [
*Illusions d'optique et Problèmes Divers*] :

A Part of the DNA double helix. |

A twisting rope. |

3-foil knot. |

A Lissajous surface. |
A Lissajous surface. |
A Lissajous surface. |
A Lissajous surface in motion. |
A twisting Lissajous surface. |

Archimedian gaussian surface (bird's-eye view). |

Tridimensional display of the dynamics of a linear superposition of 6 eigenstates of the Hydrogen atom (bidimensional computation). |

A fractal landscape. |
Wavelet transform of a bidimensional fractal field. |

Black and white display of a tridimensional function. |
Black and white display of a tridimensional function. |
Color display of a tridimensional function. |
Color display of a tridimensional function. |

Dynamics of a bidimensional fractal structure. |
Tridimensional fractal structure. |

Tridimensional display of the dynamics of a linear superposition of 6 eigenstates of the Hydrogen atom (tridimensional computation). |

Cauliflowers, seaweeds, shells,... with fog. |

Depth of field effect. |
Depth of field effect with motion blur. |
A 'spiraling plane' defined by means of three bidimensional fields with depth of field effect. |

Close-up on a pseudo-octonionic Mandelbrot set (a 'Mandelbulb') for sixteen different lightings -tridimensional cross-section-. |

A set of 4x3 stereograms of a fractal-fractal tree. |

A set of 4x3 stereograms of a fractal Notre-Dame de la Garde, Marseilles. |

[do you want to know how to generate an autostereogram with a C test program ?]

Anaglyph -blue=right, red=left- of a fractal Notre-Dame de la Garde, Marseilles. |

Anaglyph -green=right, red=left- of a tridimensional display of the Mandebrot set. |

Hypercube. |

N-dimensional random structure. |
N-dimensional random structure. |

Tridimensional display of the dynamics of the bidimensional John Conway's life game. |
Tridimensional display of the dynamics of the bidimensional John Conway's life game. |

N-body problem integration (N=10) displaying the actual Solar System with its simultaneous 2.pi rotation. |
The Solar System with a dark blue virtual planet -virtual planet point of view-. |

Tridimensional visualization of a bidimensional turbulent flow. |

A shell (Jeener surface 1) in motion. |
The Klein bottle in motion. |
An arbitrary surface (Jeener surface 2) in motion. |
A Lissajous surface in motion. |
The Lorenz attractor in motion. |

Synthesis of tridimensional textures. |
Dynamics of a bidimensional fractal structure. |

2 identical grey squares moving over a grey scale. |
Two identical grey rectangles in front of a grey scale. |
A uniform grey stripe on a grey scale. |

Black dots (inside random white squares) on a square lattice. |
Zollner optical illusion. |

Geometrical distorsion. |
Geometrical distorsion. |
Geometrical distorsion. |

Vibrations 0001. |
Vibrations 0002. |
Vibrations 0003. |

Heap or hole ? |
Cube "in" or cube "out" ? |

Artistic view of a bidimensional texture obtained by means of the self-transformation of a fractal process. |

The defaults of the JPEG encoding. |

Copyright (c) CMAP (Centre de Mathématiques APpliquées) UMR CNRS 7641 / Ecole Polytechnique, 2000-2014.