On sufficiency of decomposable jets in $J^r(2,1)$

Shih-Hung Chang

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We show that every operator from $ℓ_{s}$ to $ℓ_{p} \otimes ̂ ℓ_{q}$ is compact when 1 ≤ p,q < s and that every operator from $ℓ_{s}$ to $ℓ_{p} \hat{\otimes ̂} ℓ_{q}$ is compact when 1/p + 1/q > 1 + 1/s.

Displaying similar documents to “On sufficiency of decomposable jets in J r ( 2 , 1 ) ”

Displaying similar documents to “On sufficiency of decomposable jets in $J^{r} (2, 1)$ ”