"Perception visuelle et équations intégro-différentielles"

Documentation

" Perception visuelle et équations intégro-différentielles " par O. Faugeras et Y. Frégnac vidéo de la conférence du 8 octobre 2019

Hyperbolic Planforms in Relation to Visual Edges and Textures Perception P. Chossat et O. Faugeras PLoScomputational biology, volume 5, issue 12, (December 2009)   On the Effect on Cortical Spontaneous Activity of the Symmetries of the Network of Pinwheels in Visual Area V1 R. Veltz, P. Chossat et O. Faugeras Journal of Mathematical Neuroscience (2015)   Scalar and pseudoscalar bifurcations motivated by pattern formation on the visual cortex P. Bressloff, J. Cowan, M. Golubitsky et P. Thomas Institute of Physics Publishing, Nonlinearity 14, 739-775, (2001)   What Geometric Visual Hallucinations Tell Us about the Visual Cortex P. Bressloff, J. Cowan, M. Golubitsky, P. Thomas, M. Wiener Neural Computation 14, 473-491 (2002)   Persistent Neural States: Stationary Localized Activity Patterns in Nonlinear Continuous $n$-Population, $q$-Dimensional Neural Networks O. Faugeras, R. Veltz, F. Grimbert Neural Computation 21, 147-187 (2009)   A neural field model for color perception unifying assimilation and contrast A. Song, O. Faugeras, R. Veltz PLOS Computational Biology, June 7 (2019)   Geometric visual hallucinations, Euclidean symmetry and the functional architecture of striate cortex P. Bressloff, J. Cowan, M. Golubitsky, P. Thomas et M. Wiener Phil. Trans. R. Soc. Lond. B, 356, 299-330 (2001)   Local/Global Analysis of the Stationary Solutions of Some Neural Field Equations R. Veltz et O. Faugeras SIAM J. Applied Dynamical Systems, Vol. 9, 3, 954-998 (2010)