Function spaces and bounded compositions on metric measure spaces
The homogeneous Besov spaces B(s,p,q) and the homogeneous Triebel-Lizorkin spaces F(s,p,q) are two scales of function spaces on the Euclidean space that include the standard and fractional-order Sobolev spaces, and arise naturally in the contexts of e.g. partial differential equations and interpolation theory. In the first article presented in this thesis (joint work with H. Koch, P. Kos...
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