1、2017 年法国里尔一大（University of Lille 1) 博士课题 Almost complex structure and J-holomorphic curves (MAZZILLI Emmanuel) Theoretical analysis and numerical mathematical models describing material degradation (B. MERLET/C. CHAINAIS) Asymptotic behaviour for solutions of a stochastic differential equations (C.
2、TUDOR) Study of greek-latin square (N. WICKER) Vectoriel modular forms, Jacobi forms and product of Borcherds (V. GRITSENKO) History of the non euclidien geometry (R. TAZZIOLI) Mathematical approach of the Yang Mills theory on the two dimensional Euclidan sphere (M. MAIDA) Non-annulation of L-foncti
3、ons (G. BHOWMIK) Some problems related to the dynamics of the non local Gross-Pitaevskii equations (S. DE BIEVRE) Strictly polynomial super fonctors (A. TOUZE) On the explosion theory of nonlinear Shrodinger equations with non regular initial conditions (S. KERAANI) Limit theorems for phylognies of virus in the SIR model (V. C. TRAN) Topology of mixte applications (M. TIBAR) Topology of non isolated singularities (M. TIBAR) Unramifiedness of Galois representations in low weight (M. DIMITROV)
