University of Heidelberg, Applied Analysis Seminar
We are going to prove the existence and regularity results of (a class of) weak solutions to the two dimensional stationary inhomogeneous incompressible Navier-Stokes equations, where the density function and the viscosity coefficient may have large variations. We will also formulate the symmetric solutions with piece-wise constant viscosity coefficients, where some regularity results as well as some irregularity results will be shown. This is a joint work with Zihui He.

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