On Lipschitz $\tau ( p) $-summing operators
Volume 147 / 2017
Colloquium Mathematicum 147 (2017), 95-114
MSC: Primary 46B28, 46T99; Secondary 47H99, 47L20.
DOI: 10.4064/cm6763-3-2016
Published online: 9 December 2016
Abstract
We introduce and study a new concept of summability in the category of Lipschitz operators, which we call Lipschitz $\tau ( p) $-summability. We give some characterizations in terms of a domination theorem and some properties of this concept. Also, connections with other summability notions are presented.
