A Banach space with an infinite dimensional reflexive quotient algebra L(X)/SS(X)
arXiv:2211.10170 · doi:10.1016/j.aim.2023.108995
Abstract
We construct a Banach space X of Gowers-Maurey type such that the algebra of bounded operators L(X) is a direct sum of an infinite dimensional reflexive Banach space and the operator ideal of strictly singular operators SS(X).
24 pages, the version accepted for publication, updated data