摘要

We study embeddings of spaces of Besov-Morrey type, id(ohm) : N-p1,u1,q1(s1)(Omega)-%26gt; N-p2,u2,q2(s2) (Omega), where Omega R-d is a bounded domain, and obtain necessary and sufficient conditions for the continuity and compactness of id(Omega). This continues our earlier studies relating to the case of R-d. Moreover, we also characterise embeddings into the scale of L-p spaces or into the space of bounded continuous functions.

  • 出版日期2013