The Stokes System with the Navier Boundary Condition in General Unbounded Domains

Beschreibung

We consider the Stokes system with the Navier boundary condition in general uniformly smooth domains and verify crucial properties of the corresponding Stokes operator in the framework of modified spaces, which are defined as sums and intersections of Lebesgue spaces. In particular, we show that the Stokes operator generates an analytic semigroup and has the property of maximal regularity.

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Veronika Rosteck

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