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Results tagged with interpolation-spaces
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user 483492
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Proof of the equivalence between Triebel Spaces and Bessel Potential
I've encountered a question regarding the relationship between Triebel-Lizorkin spaces and Bessel potential spaces. Specifically, I understand that
$F^s_{p,2} = H^{s,p}$, for $p \in (1,\infty)$.
Howev …
- 11
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$H^{s,\infty}$ via Triebel Lizorkin spaces
I know that
$F^s_{p,2} = H^{s,p}$
for $p \in (1, \infty)$, but what about $H^{s,1}$ and $H^{s,\infty}$? I know one extension for $F^0_{\infty,2}$ which should be BMO. But how do I get the $H^{s,\infty …
- 11