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LISTE DE CHOIX POUR LES STAGES 2017-2018

  LISTE DE CHOIX POUR LES STAGES  2017-2018  
       
NoNomPrénomOrigineSujetResponsable Université
1NGUYENNGOC MINH CHAUUSStudy of turbulence in magnetized plasmasCHRISTOPHE CHEVERRYRennes 1
2 LE THI MINH THAOPWeak convergence in L1, Young measures BORIS ANDREIANOV Tours
   and applications to PDE
3TRANGCONG BANGUSComparison of time stepping methods for the   JING-REBECCA LIEcole 
    Bloch-Torrey equation in diffusion MRI Polytechnique
4NGUYENTHI MAI TRAMUSA two-layer model in planetology FRANCOIS JAMESOrleans
      GUILLIAME RICHARD 
5NGUYEN  NGOC DUNG US Limits or large random graphs ROMAIN ABRAHAMOrleans 
6NGUYENTRAN NHAT LINHQNInfluence of a spatial structure on the YVES BELAUD Tours
    long-time  behavior of a competitive   
    Lotka-Volterra type system  
7NGUYENVAN HOIUSThree-dimensionnal and non-linear deformation LOIC LE MARRECRennes 1
    of a beam undergoing a large transformation  
8NGUYENTRUNG TINUSReinforcement learning for resource allocation LÊ THỊ HOÀI ANLorraine
    problems using a partially observable Markov   
    decision process  
9HUYNHPHAM MINH HUYUSNumerical investigation of stiff fluid flows FAYSSAL BENKHALDOUN Paris 13
    using mesh adaptation and high performanceTRAN HOAI THUAN 
     computingPASCAL OMNES 
10NGUYENTRAN MINH THUUSDisappearing solutions for the dissipative KIM DANG PHUNGOrleans
    wave equation  
11NGUYENTHI MINH THIUSLearning to rankLE HOAI MINHLorraine
12BUIPHAN QUI DUCTU3-dimensional lattice walks confined to KILIAN RASCHELTours
    the positive octant  
13TRUONGQUANG NHATUSNumerical analysis of a Biot system of PDEs ADEL BLOUZARouen
 TRUONG  describing the motion of the wall artery  
14LAINGUYEN THANH USAnalysis of a nonlinear algebraic system arising in MOUNIR HADDOURennes 1
  CONG phase equilibria problemsIBTIHEL BEN GHARBIA IFP Energies 
     QUANG HUY TRANnouvelles 
15VUTHANH CHAUUSLadder epochs and law of the maximum of ladderMARC PEIGNÉTours
    ladder interval for Random walks on R  
16TRANNGUYEN NGOC CHIUSAROUND UNIVERSALITY OF ROOTS OF RANDOM FUNCTIONSGUILLAUME POLYRennes 1
 US :  Université de Science - Ville de Hochiminh   
 P : Université Pédagogique - Ville de Hochiminh  
 TU:  Construction Department, Polytech Technique University - Vietnam National Universite - Hochiminh Ville
 QN : Université de Qui Nhon