Gallery :
Best Of
Jean-François COLONNA
CMAP (Centre de Mathématiques APpliquées) UMR CNRS 7641, Ecole Polytechnique, CNRS
91128 Palaiseau Cedex, France
http://www.lactamme.polytechnique.fr
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Site Map, Help and Search [
Plan du Site, Aide et Recherche
]
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The Y2K bug [
Le bug de l'an 2000
]
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Do you believe that Real Numbers exist for a computer and that floating point computations are safe ?
]
[
Please, visit
A Virtual Space-Time Travel Machine
, the place where you can find more than 4250 pictures between Art and Science
]
(CMAP28 WWW site : this page was created on 03/15/2000 and last updated on 05/09/2012 17:32:47 -CEST-)
Best Of :
My Own Selection [
Ma Propre Sélection
] :
The 16 Most Referenced Pictures [
Les 16 Images les plus Référencées
] :
The Sum of All Pictures [
La Somme de Toutes les Images
] :
Mosaics [
Mosaïques
] :
Best Of :
My Own Selection [
Ma Propre Sélection
] :
Tridimensional representation of a quadridimensional Calabi-Yau manifold
.
Quark and gluon structure of a nucleon
.
Tridimensional display of a linear superposition of 6 eigenstates of the Hydrogen atom (tridimensional computation)
.
Tridimensional visualization of the Verhulst dynamics -'Time Ships', a tribute to Stephen Baxter-
.
The Lorenz attractor
.
The trajectories of bidimensional fractal aggregates obtained by means of a 50% pasting process during collisions of particles submitted to a vertical field of gravity
.
Tridimensional fractal aggregate obtained by means of a 100% pasting process during collisions of particles submitted to an attractive central field of gravity
.
Along the border of the Mandelbrot set
.
The quaternionic Julia set computed with A=(0,1,0,0)
.
2.pi rotation about Y and Z axes of a quaternionic Julia set
.
A pseudo-octonionic Mandelbrot set (a 'MandelBulb') -'the children round' or 'the consciousness emerging from Mathematics'-
.
Artistic view of a pseudo-quaternionic Julia set ('MandelBulb' like : a 'JuliaBulb') computed with A=(-0.58...,+0.63...,0,0) -a Tribute to José Hernández-
.
Close-up on a pseudo-octonionic Mandelbrot set (a 'Mandelbulb')
.
Mountains at sunrise
.
Fractal synthesis of mountains with vegetation and stormy clouds
.
Mountains and light cloud dynamics -this sequence being periodical-
.
Paradoxal Monument Valley at sunset
.
Foggy Babel Tower
.
Botticelli anomaly on the Moon
.
Tridimensional fractal structure
.
Alien
.
From the Sun to Pluto (non linear scales)
.
N-body problem integration (N=4 : one star, one heavy planet and one light planet with a satellite) computed with 2 different optimization options on the same computer (sensitivity to rounding-off errors)
.
The random walk of photons escaping the Sun
.
Artistic view of the Big Bang
.
The same bidimensional scalar field displayed with 4 different color palettes
.
A shell (Jeener surface 1) in motion
.
The normal field of a fractal surface defined by means of three bidimensional fields
.
Artistic view of the prime numbers
.
'Harmonious' arrangement of 24 points on a sphere by means of simulated annealing
.
A tridimensional fractal manifold defined by means of three tridimensional fields
.
Double impossible staircase
.
The monsters of the lily pond
.
Artistic view of a bidimensional texture obtained by means of the self-transformation of a fractal process
.
The scream -a Tribute to Edvard Munch-
.
The war
.
Recursive intertwining
.
No Title 0137 -a tribute to Yves Tanguy-
.
Intertwining based on the geometry of the sphere
.
The Birth of the Universe
.
The 16 Most Referenced Pictures [
Les 16 Images les plus Référencées
] :
On 03/23/2000 [
Le 23/03/2000
]
.
On 04/03/2000 [
Le 03/04/2000
]
.
On 05/17/2000 [
Le 17/05/2000
]
.
On 07/17/2000 [
Le 17/07/2000
]
.
On 09/05/2000 [
Le 05/09/2000
]
.
On 10/24/2000 [
Le 24/10/2000
]
.
On 12/05/2000 [
Le 05/12/2000
]
.
On 01/25/2001 [
Le 25/01/2001
]
.
On 04/24/2001 [
Le 24/04/2001
]
.
On 05/29/2001 [
Le 29/05/2001
]
.
On 09/25/2001 [
Le 25/09/2001
]
.
On 01/16/2002 [
Le 16/01/2002
]
.
On 05/15/2002 [
Le 15/05/2002
]
.
On 08/28/2002 [
Le 28/08/2002
]
.
On 03/27/2003 [
Le 27/03/2003
]
.
On 06/04/2003 [
Le 04/06/2003
]
.
On 08/22/2003 [
Le 22/08/2003
]
.
On 11/26/2003 [
Le 26/11/2003
]
.
On 01/27/2004 [
Le 27/01/2004
]
.
On 06/29/2004 [
Le 29/06/2004
]
.
On 10/29/2004 [
Le 29/10/2004
]
.
On 01/28/2005 [
Le 28/01/2005
]
.
On 06/30/2005 [
Le 30/06/2005
]
.
On 01/27/2006 [
Le 27/01/2006
]
.
On 09/11/2006 [
Le 11/09/2006
]
.
On 01/31/2007 [
Le 31/01/2007
]
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On 06/28/2007 [
Le 28/06/2007
]
.
On 07/28/2007 [
Le 28/07/2007
]
.
On 08/28/2007 [
Le 28/08/2007
]
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On 09/28/2007 [
Le 28/09/2007
]
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On 10/28/2007 [
Le 28/10/2007
]
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On 11/28/2007 [
Le 28/11/2007
]
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On 12/28/2007 [
Le 28/12/2007
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On 01/28/2008 [
Le 28/01/2008
]
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On 02/28/2008 [
Le 28/02/2008
]
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On 03/28/2008 [
Le 28/03/2008
]
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On 04/28/2008 [
Le 28/04/2008
]
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On 05/28/2008 [
Le 28/05/2008
]
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On 06/28/2008 [
Le 28/06/2008
]
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On 07/28/2008 [
Le 28/07/2008
]
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On 08/28/2008 [
Le 28/08/2008
]
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On 09/28/2008 [
Le 28/09/2008
]
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On 10/28/2008 [
Le 28/10/2008
]
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On 11/28/2008 [
Le 28/11/2008
]
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On 12/28/2008 [
Le 28/12/2008
]
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On 01/28/2009 [
Le 28/01/2009
]
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On 03/28/2009 [
Le 28/03/2009
]
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On 04/28/2009 [
Le 28/04/2009
]
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On 05/28/2009 [
Le 28/05/2009
]
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On 06/28/2009 [
Le 28/06/2009
]
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On 07/28/2009 [
Le 28/07/2009
]
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On 08/28/2009 [
Le 28/08/2009
]
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On 09/28/2009 [
Le 28/09/2009
]
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On 10/28/2009 [
Le 28/10/2009
]
.
On 11/28/2009 [
Le 28/11/2009
]
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On 12/28/2009 [
Le 28/12/2009
]
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On 01/28/2010 [
Le 28/01/2010
]
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On 02/28/2010 [
Le 28/02/2010
]
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On 03/28/2010 [
Le 28/03/2010
]
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On 04/28/2010 [
Le 28/04/2010
]
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On 05/28/2010 [
Le 28/05/2010
]
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On 06/28/2010 [
Le 28/06/2010
]
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On 07/28/2010 [
Le 28/07/2010
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On 08/28/2010 [
Le 28/08/2010
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On 09/28/2010 [
Le 28/09/2010
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On 10/28/2010 [
Le 28/10/2010
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On 11/28/2010 [
Le 28/11/2010
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On 12/28/2010 [
Le 28/12/2010
]
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On 01/28/2011 [
Le 28/01/2011
]
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On 02/28/2011 [
Le 28/02/2011
]
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On 03/28/2011 [
Le 28/03/2011
]
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On 04/28/2011 [
Le 28/04/2011
]
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On 05/28/2011 [
Le 28/05/2011
]
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On 06/28/2011 [
Le 28/06/2011
]
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On 07/28/2011 [
Le 28/07/2011
]
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On 08/28/2011 [
Le 28/08/2011
]
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On 09/28/2011 [
Le 28/09/2011
]
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On 10/28/2011 [
Le 28/10/2011
]
.
On 11/28/2011 [
Le 28/11/2011
]
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On 12/28/2011 [
Le 28/12/2011
]
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On 01/28/2012 [
Le 28/01/2012
]
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On 02/28/2012 [
Le 28/02/2012
]
.
On 03/28/2012 [
Le 28/03/2012
]
.
On 04/28/2012 [
Le 28/04/2012
]
.
The Sum of All Pictures [
La Somme de Toutes les Images
] :
The sum of all '512x512' pictures on 11/10/2003
.
The sum of all '512x512' pictures on 07/24/2005
.
The sum of all '512x512' pictures on 04/06/2006
.
The sum of all '512x512' pictures on 08/30/2009
.
The sum of all '512x512' pictures on 06/15/2011
.
The sum of all '780x575' pictures on 11/10/2003
.
The sum of all '780x575' pictures on 07/24/2005
.
The sum of all '780x575' pictures on 04/06/2006
.
The sum of all '780x575' pictures on 08/30/2009
.
The sum of all '780x575' pictures on 06/15/2011
.
Mosaics [
Mosaïques
] :
on 12/07/2003 [
le 07/12/2003
]
.
on 12/07/2003 [
le 07/12/2003
]
.
on 12/07/2003 [
le 07/12/2003
]
.
Copyright (c) Jean-François Colonna, 2000-2012.
Copyright (c) CMAP (Centre de Mathématiques APpliquées) UMR CNRS 7641 / Ecole Polytechnique, 2000-2012.