Weak amenability and semidirect products in simple Lie groups.
Weak amenability of the universal covering group fo SU (1, n).
Weak* properties of weighted convolution algebras II
We show that if ϕ is a continuous homomorphism between weighted convolution algebras on ℝ⁺, then its extension to the corresponding measure algebras is always weak* continuous. A key step in the proof is showing that our earlier result that normalized powers of functions in a convolution algebra on ℝ⁺ go to zero weak* is also true for most measures in the corresponding measure algebra. For some algebras, we can determine precisely which measures have normalized powers converging to zero weak*. We...
Weak-strong convolution operators on certain disconnected groups
Weighted convolution algebras and their homomorphisms
Weighted H... Multipliers on Locally Compact Vilenkin Groups.
Weil Multipliers.