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| I would like to talk about a local well-posedness and also a global well-posedness of the evolution of two compressible fluids separated by a sharp interface without surface tension. One of the key issues is
to prove the maximal regularity for the linearized problem. I used the $R$ bounded solution operator to
the corresponding resolvent problem and the Weis operator valued Fourier multiplier theorem.
This talk is based on a joint work with Takayuki Kubo, Tsukuba University. |
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