97 citations · 311 across the 37 of their papers we have counts for
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Can B(l^p) ever be amenable?
Matthew Daws, Volker Runde
It is known that is not amenable for , but whether or not is amenable for is an open proble…
Ultrapowers of Banach algebras and modules
Matthew Daws
The Arens products are the standard way of extending the product from a Banach algebra $\mc A$ to its bidual $\mc A''$. Ultrapowers provide another method which is more symmetric,…
Amenability of ultraproducts of Banach algebras
Matthew Daws
We study when certain properties of Banach algebras are stable under ultrapower constructions. In particular, we consider when every ultrapower of $\mc A$ is Arens regular, and giv…
Reiter's properties (P_1) and (P_2) for locally compact quantum groups
Matthew Daws, Volker Runde
A locally compact group is amenable if and only if it has Reiter's property for or, equivalently, all , i.e., there is a net of non-ne…
Weakly almost periodic functionals, representations, and operator spaces
Matthew Daws
A theorem of Davis, Figiel, Johnson and Pełczyński tells us that weakly-compact operators between Banach spaces factor through reflexive Banach spaces. The machinery underlying thi…