Topologies on the group of invertible transformations
Volume 95 / 2011
Banach Center Publications 95 (2011), 273-280
MSC: Primary 46E30; Secondary 47B37.
DOI: 10.4064/bc95-0-14
Abstract
We enlarge the amount of embeddings of the group $G$ of invertible transformations of $[0,1]$ into spaces of bounded linear operators on Orlicz spaces. We show the equality of the inherited coarse topologies.
