MS01 
Mathematical theory and computational methods for wave propagation in structured media 

MS02 
Inverse problems and related topics for evolution equations 

MS03 
Optimal control and mathematical finance 

MS04 
Deep learning meets inverse problems 

MS05 
Recent advances in inverse problems 

MS06 
Multiscale problems and their related recent methodologies 

MS07 
Numerical PDEs and related problems 

MS08 
Recent advances in numerical methods for kinetic and related models 

MS09 
Recent progress in mathematical theory for kinetic equations 

MS10 
High order numerical methods for PDE models in applied sciences 

MS11 
Recent advances on mathematical imaging, scientific computing and machine learning 

MS12 
Recent advances in analysis and computation of nonlocal models 

MS13 
Inverse problems with applications in imaging science 

MS14 
Recent developments in mathematical models and fast algorithms for image processing 

MS15 
Mathematical analysis and highperformance solvers for wave scattering problems 

MS16 
Multilevel Methods for Numerical PDE 

MS17 
Analysis and numerical computation of fluid flows 

MS18 
Optimization and its Applications to PDEs 

MS19 
Stochastic Dynamical Systems and Their Applications 
