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Tight embedding of subspaces of $L_p$ in $\ell_p^n$ for even $p$
Tight embedding of subspaces subspaces
2010/11/30
Using a recent result of Batson, Spielman and Srivastava, We ob-tain a tight estimate on the dimension of ℓn p , p an even integer, needed to almost isometrically contain all k-imensional subspa...
EMBEDDING AND MAXIMAL REGULAR DIFFERENTIAL OPERATORS IN SOBOLEV-LIONS SPACES
embedding operators Banach-valued function spaces differential operator equations (DOE) maximal regularity operator-valued Fourier multipliers interpolation of Banach spaces
2007/12/11
This study focuses on vector-valued anisotropic Sobolev--Lions spaces associated with Banach spaces $E_{0},$ $E$. Several conditions are found that ensure the continuity and compactness of embedding o...