Publications of Veltz, R

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7 publication entries, 3 of them (printed in bold in the list) acknowledge the project support.
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Paper (reviewed)

Rankin et al. 2012Rankin, J., Tlapale, E., Veltz, R., Faugeras, O. and Kornprobst, P. Bifurcation analysis applied to a model of motion integration with a multistable stimulusJournal of Computational Neuroscience (2013) 34(1): 103-124
doi:10.1007/s10827-012-0409-5
fulltext, BibTeX
Rankin et al. 2013aRankin, J., Tlapale, E., Veltz, R., Faugeras, O. and Kornprobst, P. Bifurcation analysis applied to a model of motion integration with a multistable stimulus Journal of Computational Neuroscience (2013) 34(1): 103-124
doi:10.1007/s10827-012-0409-5
fulltext
Veltz 2011Veltz, R.An analytical method for computing Hopf bifurcation curves in neural field networks with space-dependent delaysComptes Rendus Mathematique (2011) 349:749-752
doi:10.1016/j.crma.2011.06.014
fulltext, BibTeX
Veltz 2013Veltz, R. Interplay between constant delays and propagation delays in neural fields equationsSIAM Journal on Applied Dynamical Systems (2013) 12(3): 1566-1612
doi:10.1137/120889253
abstract, (fulltext)
Veltz and Faugeras 2013Veltz, R. and Faugeras, O.A Center Manifold Result for Delayed Neural Fields EquationsSIAM J. Math. Anal. (2013) 45(3): 1527-1562
doi:10.1137/110856162
abstract, fulltext
Veltz and Faugeras 2011Veltz, R. and Faugeras, O.Stability of the stationary solutions of neural field equations with propagation delaysThe Journal of Mathematical Neuroscience (2011) 1:1
doi:10.1186/2190-8567-1-1
abstract, fulltext, BibTeX

Web publication

Veltz and Sejnowski 2014Veltz, R. and Sejnowski, T.J.Periodic forcing of stabilized E-I networks: Nonlinear resonance curves and dynamicsResearch report, INRIA Sophia Antipolis (2014):hal-01096590 fulltext


 
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26 August 2016