Turkish Journal of Mathematics
Abstract
We prove that if \lambda(A),\lambda(B) and \lambda(C) are Köthe spaces such that L(\lambda(A),\lambda(B)) and L(\lambda(C),\lambda(A)) consist of bounded operators then each operator acting on \lambda(A) that factors over \lambda(B)\widehat\otimes_{\pi} \lambda(C) is bounded.
DOI
-
First Page
229
Last Page
236
Recommended Citation
DJAKOV, P. B.; TERZİOĞLU, T.; YURDAKUL, M.; and ZAHARIUTA, V. P. (2002) "Remarks on Bounded Operators in Köthe Spaces," Turkish Journal of Mathematics: Vol. 26: No. 2, Article 8. Available at: https://journals.tubitak.gov.tr/math/vol26/iss2/8
