Weak amenability of weighted group algebras and of their centres
Let G be a locally compact group, w be a continuous weight function on G, and L^1(G,w) be the corresponding Beurling algebra. In this thesis, we study weak amenability of L^1(G,w) and of its centre ZL^1(G,w) for non-commutative locally compact groups G. We first give examples to show that the con...
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2014
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| Online Access: | http://hdl.handle.net/1993/24313 |