Factoring compact operators
Academic Article
-
- Overview
-
- Identity
-
- Additional Document Info
-
- View All
-
Overview
abstract
-
We consider the following problem: Does there exist a separable Banach space Z such that every compact operator can be factored as a product TS with T, S compact, range S=Domain T=Z? Our investigation yields a reasonable partial solution to this problem as well as the following independent result: A Banach space which has the λ-metric approximation property can be embedded as a complemented subspace of a π λ space. © 1971 Hebrew University.
author list (cited authors)
citation count
complete list of authors
publication date
publisher
published in
Identity
Digital Object Identifier (DOI)
Additional Document Info
start page
end page
volume
issue