On the projectivity and flatness of some group modules
Volume 91 / 2010
Banach Center Publications 91 (2010), 315-325
MSC: 43A20,
46H25, 46M10.
DOI: 10.4064/bc91-0-18
Abstract
In the sequel of the work of H. G. Dales and M. E. Polyakov we give a few more examples of modules over the Banach algebra $L^{1}(G)$ whose projectivity resp. flatness implies the compactness resp. amenability of the locally compact group $G$.
