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\f0\fs24 \cf0 README\
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spherical_cpc\
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Set of functions for the synthesis and the visualization of a scale invariant spherical texture.\
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DESCRIPTION OF THE PACKAGE\
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Folders:\
	- Synthesis/     : set of functions for the synthesis of a scale invariant texture directly on the sphere\
	- Meshes/     : functions used to create diverse spherical meshes\
	- Visualization     : program to visualize a textured sphere using OpenGL\
	- Filter/     : a low-pass filter on the sphere preserving the scale invariance of the spherical texture\
	- Spherical_Harmonics/     : tool to visualize a zonal spherical harmonic of given level\
	- Elevation_map/     : set of functions to create a given elevation map. This map can be used in the visualization process to create an elevation independent of the texture\
	- Torus/     : creation of a torus to put on the sphere\
	- Examples/     : example of a scale invariant texture, its filtered version, the elevation pattern, a torus and a zonal spherical harmonic.\
	- Documentation/     : complete description of the diverse functions used to create and visualize a scale invariant spherical texture\
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Files:\
	- makefile     : a makefile compiling all the programs used here\
	- INSTALL     : instructions for the compilation of the diverse programs, informations about dependencies and a set of bash instructions to create bash paths for a Mac or a Linux system\
	- README     : this file\
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CONTACT\
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Emilie Koenig\
\pard\tx566\tx1133\tx1700\tx2267\tx2834\tx3401\tx3968\tx4535\tx5102\tx5669\tx6236\tx6803\sl40\slleading40\ql\qnatural\pardirnatural
\cf0 emilie.koenig@isima.fr\
LIMOS, France\
http://www.isima.fr/~koenig/\
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Pierre Chainais\
pierre.chainais@isima.fr\
LIMOS, France\
http://www.isima.fr/~pchainai/\
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REFERENCES\
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Chainais, P.: Infinitely divisible cascades to model the statistics of natural images, IEEE Trans. on P.A.M.I. 29(12), 2105-2119 (2007).\
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Koenig, E., Chainais, P.: Multifractal analysis on the sphere, Proceedings of ICISP'08, 613-621 (2008).\
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Gissot, S., Hochedez, J.-F., Chainais, P., Antoine, J.-P.: 3D Reconstruction from SECCHI-EUVI Images Using an Optical-Flow Algorithm, Solar Physics, 252(2), 397-408(2008).\
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Driscoll, J., Healy, J.: Computing Fourier transforms and convolutions on the 2-sphere, Advances in Applied Mathematics, 15, 202-250 (1994).\
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}