Publications of Faye, G.

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8 publication entries, 2 of them (printed in bold in the list) acknowledge the project support.
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PhD Thesis

Paper (reviewed)

Chossat et al. 2011Chossat, P., Faye, G., Faugeras, O.Bifurcations of hyperbolic planforms Journal of Nonlinear Science (2011) 21(4): 465-498
doi:10.1007/s00332-010-9089-3		 abstract, fulltext, BibTeX
Faye 2012Faye, G.Reduction method for studying localized solutions of neural field equations on the Poincaré diskComptes Rendus Mathematique (2012) 350(3-4): 161-166
doi:10.1016/j.crma.2012.01.022		 abstract, fulltext
Faye and Chossat 2012Faye, G. and Chossat, P.Bifurcation Diagrams and Heteroclinic Networks of Octagonal H-PlanformsJournal of Nonlinear Science (2012) 22(3): 277-325
doi:10.1007/s00332-011-9118-x		 abstract, fulltext, BibTeX
Faye and Chossat 2013Faye, G. and Chossat, P.A spatialized model of textures perception using structure tensor formalismAIMS Journal on Networks and Heterogeneous Media (2013) 8(1): 211-260
doi:10.3934/nhm.2013.8.211		 abstract, (fulltext)
Faye et al. 2011Faye, G., Chossat, P. and Faugeras, O.Analysis of a hyperbolic geometric model for visual texture perceptionThe Journal of Mathematical Neuroscience (2011) 1:4
doi:10.1186/2190-8567-1-4		 fulltext, BibTeX
Faye et al. 2012Faye, G., Rankin, J and Chossat, P.Localized states in an unbounded neural field equation with smooth firing rate function: a multi-parameter analysisJournal of Mathematical Biology (2012) :
doi:10.1007/s00285-012-0532-y		 abstract, fulltext, BibTeX
Faye et al. 2013Faye, G., Rankin, J. and Lloyd, D. J. B.Localized radial bumps of a neural field equation on the Euclidean plane and the Poincaré diskNonlinearity (2013) : 26
doi:10.1088/0951-7715/26/2/437		 abstract, BibTeX

PhD Thesis

Faye 2012bFaye, G.Symmetry breaking and pattern formation in some neural field
equations		PhD Thesis, Universite Nice Sophia Antipolis, June 2012 abstract, fulltext, BibTeX


 
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26 August 2016