Nonlinear partial differential equations are widely used to model many problems in materials science, engineering, physics, chemistry, biology and medicine, etc. Heoretical analysis and numerical simulation are two fundamental and important mathematical tools for studying these equations which arise in the applied sciences such as fluid mechanics and electromagnetics.

The main purpose of this workshop is to bring together researchers coming from diverse fields in nonlinear PDE to share their new ideas and to earn benefit from others' different viewpoints.

Topics will include: conservation laws, fluid mechanics, water waves, numerical methods, transport phenomena, kinetic theory, combustion, semiconductor modeling and simulation, Bose-Einstein condensation, quantum hydrodynamics, nonlinear Schrodinger equations and plasma physics etc.