Tohoku Mathematical Journal, Second Series
Online ISSN : 2186-585X
Print ISSN : 0040-8735
ISSN-L : 0040-8735
ON THE ERGODIC PROPERTIES OF POSITIVE OPERATORS
Dedicated to Professor Satoru Igari on his sixtieth birthday
RYOTARO SATO
Author information
Keywords: vector lattice
JOURNAL FREE ACCESS

1996 Volume 48 Issue 4 Pages 471-499

Details
Download PDF (903K)
Download citation RIS

(compatible with EndNote, Reference Manager, ProCite, RefWorks)

BIB TEX

(compatible with BibDesk, LaTeX)

Text
How to download citation
Contact us
Abstract
In this paper we investigate the ergodic properties of a positive linear operator on a vector lattice of real-valued measurable functions on a sigma-finite measure space. Some results of Ornstein and Brunel are unified and improved.
Content from these authors

This article cannot obtain the latest cited-by information.

© by THE TOHOKU UNIVERSITY
Next article
Favorites & Alerts

Recently viewed articles
Predecessor

Tohoku Mathematical Journal, First Series

Share this page
feedback
 Top