Borel methods of summability and ergodic theorems
Volume 78 / 2002
Annales Polonici Mathematici 78 (2002), 175-180
MSC: 47A35, 60F15.
DOI: 10.4064/ap78-2-7
Abstract
Passing from Cesàro means to Borel-type methods of summability we prove some ergodic theorem for operators (acting in a Banach space) with spectrum contained in ${\mathbb C}\setminus (1, \infty )$.
