Liste de Publications de Mathieu Colin.


  • Publications dans des revues à comité de Lecture:
     
    [24] M. Colin and T. Watanabe, "Orbital stability of standing waves for the nonlinear Schrodinger equation coupled with the Maxwell equation", A paraitre dans Nonlinearity .pdf
     
    [23] M. Colin and T. Watanabe, "On the existence of Ground states for a nonlinear Klein-Gordon-Maxwell type system", A paraitre dans Funkcialaj Ekvacioj .pdf
     
    [22] S. Bellec, M. Colin and M. Ricchuito, "Discrete asymptotic equations for long wave propagation", SIAM Journal on Numerical Analysis, vol.54 (6), (2016), 3280-3299 .pdf
     
    [21] M. Colin and T. Watanabe, "Cauchy problem for the nonlinear Klein-Gordon equation coupled with the Maxwell equation", Journal of Mathematical Analysis and Application, vol.2, (2016), 778-796. .pdf
     
    [20]  M. Colin and S. Bellec. "On the existence of solitary waves for Boussinesq type equations and a new conservative model". Advances in Differential Equations, vol. 21 (9/10), (2016), 945-976., .pdf
     
    [19] M. Colin, L. di Menza et J.-C.Saut, "Solitons in quadratic media". Nonlinearity, vol. 29 (3), (2016), 1000-1035. .pdf
     
    [18] M. Colin, T. Colin and J. Dambrine. "Numerical simulation of wormlike micelle flows in micro-fluidic T-shaped junctions". Mathematics and Computer in Simulations, vol. 127, (2016), 28-55. .pdf
     
    [17] A. Filipini, S. Bellec, M. Colin and M. Ricchuito. "On the nonlinear behavior of Boussinesq type-models : amplitude-velocity vs amplitude-flux forms". Costal Engineering, vol. 99, (2015), 109-123. .pdf
     
    [16] M. Colin and M. Ohta. "Instability of ground states for a quasilinear Schrodinger equation". Diff. Int. Eqs., vol. 27 (7,8), (2014), 613-624. .pdf
     
    [15] M. Colin and M. Ohta, "Bifurcation from semi-trivial standing waves and ground states for a system of nonlinear Schrodinger equations" SIAM Journal on Math. anal., vol. 44, (2012), 206-223 .pdf
     
    [14] M. Colin, T. Colin et J. Dambrine, "Validity of the Reynolds equation for miscible fluids in microchanneles" DCDS-B, vol. 17, (2012), 801-834. .pdf
     
    [13] M. Colin et T. Colin, "A multi-D model for Raman amplification" M2AN, vol. 1, (2011), 1-22. .pdf
     
    [12] M. Colin, L. Jeanjean et M. Squassina, "Stability and instability results for standing waves of quasi-linear Schrodinger equations" Nonlinearity, vol. 23(6), (2010),1353-1385. .pdf
     

    [11] M. Colin et P. Fabrie, A variational approach for optimal control of the Navier-Stokes equations, Adv. Diff. Eqs. vol. 15, (2010), 829-852. .pdf
     
    [10] M. Colin, T. Colin et M. Ohta, "Instability of standing waves for a system of nonlinear Schrodinger equations with three wave interaction" Funkcialaj Ekvacioj, vol. 52, (2009), 371-380. .pdf
     
    [9] M. Colin, T. Colin et M. Ohta, "Stability of solitary waves for a system of nonlinear Schrodinger equations with three wave interaction", Ann. IHP, Analyse Non lineaire, vol. 26, (2009), 2211-2226. .pdf
     
    [8] M. Colin et D. lannes, "Short pulses approximation in dispersive media", SIAM Journal on Mathematical Analysis, vol.41(2), (2009), 708-732. .pdf
     
    [7] M. Colin and M. Ohta, "Stability of solitary waves for derivative nonlinear Schrödinger equation". Ann. IHP. Analyse Non Lineaire, vol. 23, (2006), .pdf
     
    [6] M. Colin and T. Colin, "A numerical model for the Raman amplification for laser-plasma interaction". J. Comput. App. Math., vol. 193(2), (2006), 535-562. .pdf
     
    [5] M. Colin and T. Colin, "On a quasilinear Zakharov system describing interactions laser-plasma". Diff. and Int. Eqs., vol. 17(3&4), (2004), 297-330 .pdf
     
    [4]  M. Colin and L. Jeanjean, "Solutions for a quasilinear Schrödinger equation : a dual approach". Nonlinear Analysis, vol. 56(2), (2004), 213-226. .pdf
     
    [3]  M. Colin, "Approximation of a nonlinear Schrödinger equation by a Klein-Gordon equation". Asymptotic Analysis, vol. 34(3,4), (2003), 275-309 .pdf
     
    [2]  M. Colin, "Stability of stationary waves for a quasilinear Schrödinger equation in dimension 2" . Adv. in Diff. Eqs., vol. 8(1), (2003), 1-28 . .pdf
     

    [1]  M. Colin, "On the local well-posedness of quasilinear Schrödinger equations in arbitrary space dimension". Comm. Par. Diff. Eqs., vol. 27 (1&2), (2002), 325-354 .pdf
     

  • Actes de congrès :
     
    [4] A. Filipini, S. Bellec, M. Colin and M. Ricchuito. "On shoaling properties of enhanced Boussinesq models". A paraitre dans ECMI 2014 Proceedings.
     
    [3] J. Bona, M. Colin, T. Colin et D. Lannes, "Preface: special issue on asymptotic description of natural phenomena" DCDS, vol. 23, (2009), 41-06.
     
    [2] M. Colin, T. Colin et G. Métivier, "Nonlinear models for laser-plasma interaction", Séminaire X-EDP 2006-2007. .pdf

    [1] M. Colin et T. Colin, "Cauchy problem and numerical simulation for a quasilinear Zakharov system describing laser plasma interactions" Proceedings of the conference on nonlinear analysis, Orlando, Nonlinear Analysis, 63 (2005), e1679-e1686. .pdf

  • Autres :

    [1]  "Etude mathématique d'équations de Schrödinger quasilinéaires intervenant en physique des plasmas". Mathieu COLIN, phD Thesis. .pdf

    [2]  "Etude de quelques problèmes issus de la physique des plasmas et de la mécanique des fluides". Mathieu COLIN, HDR, 2011. .pdf
     

  • Mémoires :

    [a]  "Etude d'un schéma Volume-Fini Boite". Mathieu COLIN, Mémoire de DEA sous la direction de J.P. Croisille.
    [b]  "Les séries de Dirichlet". Mathieu COLIN, Mémoire de Magistère sous la direction de P. Boyer.
     
     
     

    Retour à la page principale.