| | LISTE DE CHOIX POUR LES STAGES 2016-2017 | | |
| | | | | | |
No | Nom | Prénom | Origine | Sujet | Responsable | Université |
1 | NGUYEN | VIET ANH | US | Online optimization and Online learning | LE THI HOAI AN | Lorraine |
2 | VU | DUC THACH SON | US | Transmission condition in irregularly shaped | JING-REBECCA LI | École Polytechnique |
| thin layers applied to diffusion MRI |
3 | NGUYEN | THI HOAI THUONG | US | Analysis of the interaction of boundary | BENJAMIN BOUTIN | Rennes 1 |
| | | | conditions and stiff relaxation for | NICOLAS SEGUIN | Rennes 1 |
| | | | hyperbolic partial differential equations | | |
4 | TRAN | HOAI THUAN | US | A posteriori error estimates for diamond | F. BENKHALDOUN | Paris 13 |
| | | | finite volume methods applied to linear | | |
| | | | and nonlinear elliptic equations | | |
5 | NGUYEN | MINH HUNG | US | Hamiltonian PDE's and weak | S. GRELLIER | Orléans |
| | | | turbulence phenomenon | | |
6 | NGUYEN | DANG PHUONG LAN | P | A shallow water model with viscosity | F. JAMES | Orléans |
7 | LE | NGOC HOANG PHUONG | US | Numerical schemes for Partial Differential | M. RIBOT | Orléans |
| | | | Equations systems with application to | | |
| | | | chemotaxis | | |
8 | TRẦN | NHƯ SÍNH | US | On the rigidity percolation | J. BARRE | Orléans |
9 | CAO | VĂN KIÊN | US | Relaxation Methods for Mathematical | M. HADDOU | Rennes 1 |
| | | | Programs with Complementarity Constraints | | |
10 | NGUYEN | THE VI | US | Domain decomposition for singular problems | L. HALPERN | Paris 13 |
11 | NGUYEN | VAN THANH | US | Godunov scheme for the linear wave equation | E. AUDUSSE, P. OMNES | Paris 13 |
| | | | with Coriolis source term on triangular meshes | M. H. DO | Paris 13 |
12 | NGUYEN | TIEN DAT | US | Stochastic algorithm for optimal transport | J. BIGOT & B. BERCU | Bordeaux |
13 | PHAN | TAN BINH | US | Guided modes in a locally perturbed hexagonal | S. FLISS | ENSRA-UMA |
| | | U | periodic graph-like domain | B. DELOURME | Paris 13 |
14 | TRUONG | HOANG NGAN | US | Preconditioners for integral equations | E. DARRIGRAND | Rennes 1 |
| | | | | D. MARION | Rennes 1 |
| | | | | L. YVON | Rennes 1 |
15 | HOANG | THI KIEU LOAN | QN | Bifurcation in the Chemostat | S. MADEC | Tours |
16 | HO | KIEU DIEM | CT | Occupancy problem with infinitely many boxes | O. DURIEU | Tours |
| US : Université de Science - Ville de Hochiminh | | |
| P : Université Pédagogique - Ville de Hochiminh | | |
| CT : Université de Can Tho | | | | |
| QN : Université de Qui Nhon | | | | |
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