Powers of Operators Dominated by Strictly Singular Operators (original) (raw)

Profile image of Francisco Lisón HernandezFrancisco Lisón Hernandez

2007, The Quarterly Journal of Mathematics

visibility

…

description

14 pages

link

1 file

It is proved that every positive operator R on a Banach lattice E dominated by a strictly singular operator T : E → E satisfies that the R 4 is strictly singular. Moreover, if E is order continuous then the R 2 is already strictly singular.

Sign up for access to the world's latest research.

checkGet notified about relevant papers

checkSave papers to use in your research

checkJoin the discussion with peers

checkTrack your impact