Gilles Carbou

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Laboratory of Mathematics and its Applications of PAU (LMAP)

Contacts

Director of the LMAP

Gilles CARBOU

gilles.carbou@univ-pau.fr (gilles.carbou @ univ-pau.fr)

 

Administrative management

gestion-lmap@univ-pau.fr (gestion-lmap @ univ-pau.fr)

 

Secretary

secretariat-lmap@univ-pau.fr (secretariat-lmap @ univ-pau.fr)

Tél : 05 59 40 75 13
05 59 40 74 32

Fax : 05 59 40 75 55

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Gilles CarbouMember of MESCAL Team


  • IPRA - Université de Pau et des Pays de l'Adour, Avenue de l'Université - BP 1155, 64013 PAU CEDEX
  • Partial Differential Equations Analysis, Asymptotic Methods, Ferromagnetism, Electromagnetism, Fluid Mechanics
  • gilles.carbou @ univ-pau.fr
  • Education
  • Responsabilities
  • Research interests
  • Publications

Education

Responsabilities

Head of the LMAP since september 2018

Research interests

Partial Differential Equations Analysis

Asymptotic Methods (thin layers, boundary layers)

Application areas:

  1. Ferromagnetism : Landau-Lifschitz equation
  2. Electromagnetism : waves guides, Kerr-Debye Equations
  3. Fluid Mechanics :Stokes and Navier Stokes equations

Publications

Publications de rang A

 

 

 Lettres ou notes

  • G. Carbou, B. Hanouzet, Comportement semi-linéaire d'un système hyperbolique quasi-linéaire : le modèle de Kerr-Debye, C.R. Acad. Sci. Paris Ser. I Math. 343 (2006), 243–247.

  • G. Carbou, P. Fabrie, F. Jochmann, A remark on the Weak omega-Limit Set for Micromagnetism Equation, Applied Math. Letters 15 (2002), 95–99.

  • G. Carbou, Modèle quasi-stationnaire en micromagnétisme, C. R. Acad. Sci. Paris Ser. I Math. 325 (1997), no. 8, 847–850.

  • G. Carbou, P. Fabrie,  Comportement asymptotique des solutions faibles des équations de Landau-Lifschitz, C. R. Acad. Sci. Paris Ser. I Math. 325 (1997), no. 7, 717–720.

  • G. Carbou, Applications harmoniques à valeurs dans un cercle, C. R. Acad. Sci. Paris Ser. I Math. 314 (1992), no. 5, 359–362.

 

 

Actes de congrès

  • G. Carbou, B. Hanouzet, Relaxation Approximation of the Kerr-Debye Model for the Impedance Initial-Boundary Value Problem, Discrete Contin. Dyn. Syst. Supplement (2007), 212–220.

  • G. Carbou, S. Labbé, Stability for walls in Ferromagnetic Nanowire, Numerical Mathematics and Advanced Application, Proceedings of Enumath 2005, Santiago de Compostela, Spain, July 2005, Springer.

  • G. Carbou, P. Fabrie, O. Guès, Boundary Layers for Landau-Lifschitz Equations, Physica B, 343 (2004) 331–336 (actes du congrès Hysteresis and Micromagnetism Modeling, Salamanca 2003).

  • G. Carbou, P. Fabrie, Recent results in micromagnetism, International Conference on Diff erential Equations, Vol. 1, 2 (Berlin, 1999), 738–740.