Turkish Journal of Mathematics
Abstract
In this study we observe that the Köthe space K^{l_p}(A) is nuclear if it is isomorphic to a complemented subspace of K^{l_q}(B) for 1\leq p < q < \infty and p < 2.
DOI
-
Keywords
Complemented embedding, Köthe spaces, nuclearity
First Page
435
Last Page
438
Recommended Citation
KARAPINAR, E, & ZAKHARYUTA, V (2007). On Nuclearity of Köthe Spaces. Turkish Journal of Mathematics 31 (4): 435-438. https://doi.org/-
