a la physique de l'information - Lisa - Université d'Angers

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[58] D. J. Field : Relations between the statistics of natural images and the response properties of cortical cells. Journal of the Optical Society of America A, 4:2379–2394, 1987. [59] D. J. Field : What is the goal of sensory coding? Neural Computation, 6:559–601, 1994. [60] R. B. Frieden : Physics From Fisher Information: A Unification. Cambridge University Press, Cambridge (MA), 1998. [61] L. Gammaitoni : Stochastic resonance and the dithering effect in threshold physical systems. Physical Review E, 52:4691–4698, 1995. [62] L. Gammaitoni, P. Hänggi, P. Jung et F. Marchesoni : Stochastic resonance. Reviews of Modern Physics, 70:223–287, 1998. [63] N. Gershenfeld : The Physics of Information Technology. Cambridge University Press, Cambridge, 2000. [64] C. Godin : Introduction aux structures multi-échelles : Application à la représentation des plantes. Habilitation à Diriger des Recherches, 2003. [65] J. W. Goodman : Speckle Phenomena in Optics: Theory and Applications. Roberts & Company, Englewood, 2006. [66] F. Goudail et P. Réfrégier : Statistical Image Processing Techniques for Noisy Images. Kluwer, New York, 2004. [67] J. F. Gouyet : Physics and Fractal Structures. Springer, Berlin, 1996. [68] P. Hänggi, M. E. Inchiosa, D. Fogliatti et A. R. Bulsara : Nonlinear stochastic resonance : The saga of anomalous output-input gain. Physical Review E, 62:–, 2000. [69] G. P. Harmer, B. R. Davis et D. Abbott : A review of stochastic resonance: Circuits and measurement. IEEE Transactions on Instrumentation and Measurement, 51:299–309, 2002. [70] S. Havlin, L. A. N. Amaral, Y. Ashkenazy, A. L. Goldberger, P. Ch. Ivanov, C. K. Peng et H. E. Stanley : Multifractality and scale invariance in human heartbeat dynamics. Physica A, vol. 274:99–110, 1999. [71] H. G. E. Hentschel et I. Procaccia : The infinite number of generalized dimensions of fractals and strange attractors. Physica D, 8:435–444, 1983. [72] A. Histace et D. Rousseau : Constructive Action of Noise for Impulsive Noise Removal in Scalar Images. Electronics Letters, 42:393–395, 2006. [73] A. Histace et D. Rousseau : Noise-enhanced anisotropic diffusion for scalar image restoration. In 5th International Conference on Physics in Signal and Image Processing, Mulhouse, France, janvier 2007. [74] T. Hoch, G. Wenning et K. Obermayer : Optimal noise-aided signal transmission through population of neurons. Physical Review E, 68, 011911:1–11, 2004. [75] W. H. Hsiao et R. P. Millane : Effects of occlusion, edges, and scaling on the power spectra of natural images. Journal of the Optical Society of America A, 22:1789–1797, 2005. 69/197
[76] A. Humeau, B. Buard, F. Chapeau-Blondeau, D. Rousseau, G. Mahe et P. Abraham : Multifractal analysis of central (electrocardiography) and peripheral (laser Doppler flowmetry) cardiovascular time series from healthy human subjects. Physiological Measurement, vol. 30:617–629, 2009. [77] A. Humeau, B. Buard, D. Rousseau, F. Chapeau-Blondeau et P. Abraham : Multifractal analysis of laser Doppler flowmetry signals: partition function and generalized dimensions of data recorded before and after local heating. In 105th International Center for Biocybernetics Seminar ”Light and optics in medical diagnosis”, Varsovie, Pologne, septembre 2009. [78] A. Humeau, F. Chapeau-Blondeau, D. Rousseau et P. Abraham : Numerical simulation of laser Doppler flowmetry signals based on a model of nonlinear coupled oscillators. Comparison with real data in the frequency domain. In 29th Annual International Conference of the IEEE Engineering in Medicine and Biology Society in conjunction with the biennial Conference of the French Society of Biological and Medical Engineering (SFGBM), volume IEEE Catalog Number 07CH37852C, ISBN : 1-4244-0788, pages 4068–4071, Lyon, France, août 2007. [79] A. Humeau, F. Chapeau-Blondeau, D. Rousseau, P. Rousseau, W. Trzepizur et P. Abraham : Multifractality, sample entropy, and wavelet analyses for age-related changes in the peripheral cardiovascular system: preliminary results. Medical Physics, vol. 35:717–723, 2008. [80] A. Humeau, F. Chapeau-Blondeau, D. Rousseau, M. Tartas, B. Fromy et P. Abraham : Multifractality in the peripheral cardiovascular system from pointwise Hölder exponents of laser Doppler flowmetry signals. Biophysical Journal, vol. 93:L59–L61, 2007. [81] A. Humeau, L. Fizanne, J. Roux, P. Asfar, P. Cales, D. Rousseau et F. Chapeau- Blondeau : Linear and nonlinear analyses of laser Doppler flowmetry signals recorded during isoflurane-induced anaesthesia in healthy rats. Journal of Vascular Research, vol. 45 (suppl. 2):60, 2008. [82] A. Humeau, B. Haussy, L. Fizanne, J. Roux, P. Asfar, P. Cales, D. Rousseau et F. Chapeau-Blondeau : Laser Doppler flowmetry in healthy rats: impact of isoflurane anesthetic on signal complexity. In 16th Mediterranean Conference on Control and Automation, volume IEEE Catalog Number : CFP08MED-CDR, ISBN : 978-1-4, pages 1330–1334, Ajaccio, France, juin 2008. [83] A. Humeau, G. Mahe, B. Buard, F. Chapeau-Blondeau, D. Rousseau et P. Abraham : Spectres multifractals de signaux laser Doppler acquis au cours d’un chauffage cutané local. In OPT-DIAG 2009 : Septième colloque ”Diagnostic et imagerie optiques en médecine”, page 78, Paris, France, mai 2009. [84] A. Humeau, W. Trzepizur, D. Rousseau, F. Chapeau-Blondeau et P. Abraham : Fisher information and Shannon entropy for on-line detection of transient signal highvalues in laser Doppler flowmetry signals of healthy subjects. Physics in Medicine and Biology, vol. 53:5061–5076, 2008. [85] A. Humeau, W. Trzepizur, D. Rousseau, F. Chapeau-Blondeau et P. Abraham : Localization of transient signal high-values in laser Doppler flowmetry signals with an empirical mode decomposition. Medical Physics, vol. 36:18–21, 2009. 70/197
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Université d’Angers Laboratoire
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[A20] S. BLANCHARD, D. ROUSSEAU, D.
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