2008 |
13 | EE | Jacques Lévy Véhel,
Olivier Barrière:
Local Hölder Regularity-Based Modeling of RR Intervals.
CBMS 2008: 75-80 |
2007 |
12 | EE | Jacques Lévy Véhel,
Franklin Mendivil,
Evelyne Lutton:
Overcompressing JPEG Images with Evolution Algorithms.
EvoWorkshops 2007: 383-390 |
11 | EE | Pierrick Legrand,
Claire Bourgeois-République,
Vincent Péan,
Esther Harboun-Cohen,
Jacques Lévy Véhel,
Bruno Frachet,
Evelyne Lutton,
Pierre Collet:
Interactive evolution for cochlear implants fitting.
Genetic Programming and Evolvable Machines 8(4): 319-354 (2007) |
2005 |
10 | EE | Evelyne Lutton,
Mario Pilz,
Jacques Lévy Véhel:
The fitness map scheme: application to interactive multifractal image denoising.
Congress on Evolutionary Computation 2005: 2278-2285 |
9 | EE | Evelyne Lutton,
Pierre Grenier,
Jacques Lévy Véhel:
An Interactive EA for Multifractal Bayesian Denoising.
EvoWorkshops 2005: 274-283 |
2003 |
8 | | Pierrick Legrand,
Jacques Lévy Véhel:
Local regularity-based image denoising.
ICIP (3) 2003: 377-380 |
2002 |
7 | EE | Khalid Daoudi,
Jacques Lévy Véhel:
Signal representation and segmentation based on multifractal stationarity.
Signal Processing 82(12): 2015-2024 (2002) |
2001 |
6 | EE | Jacques Lévy Véhel,
Evelyne Lutton:
Evolutionary Signal Enhancement Based on Hölder Regularity Analysis.
EvoWorkshops 2001: 325-334 |
5 | EE | Jacques Lévy Véhel,
Biplab Sikdar:
A Multiplicative Multifractal Model for TCP Traffic.
ISCC 2001: 714-719 |
1998 |
4 | | Evelyne Lutton,
Jacques Lévy Véhel:
Holder functions and deception of genetic algorithms.
IEEE Trans. Evolutionary Computation 2(2): 56-71 (1998) |
1995 |
3 | | Guillaume Cretin,
Evelyne Lutton,
Jacques Lévy Véhel,
Philippe Glevarec,
Cédric Roll:
Mixed IFS: Resolution of the Inverse Problem Using Genetic Programming.
Artificial Evolution 1995: 247-258 |
1993 |
2 | | Jacques Lévy Véhel,
J. P. Berroir:
Image Analysis Through Multifractal Description.
Fractals in the Natural and Applied Sciences 1993: 261-274 |
1 | | Jacques Lévy Véhel,
Evelyne Lutton:
Optimization of Fractal Functions using Genetic Algorithms.
Fractals in the Natural and Applied Sciences 1993: 275-287 |