For 1<p<∞, F^p_λ(G) is p-nuclear if and only if G is amenable, resolving Phillips' open problem.
Anantharaman-Delaroche, On tensor products of group C ∗ -algebras and related topics, Limits of graphs in group theory and computer scienc e, EPFL Press, Lausanne, 2009, pp
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$p$-nuclearity of reduced group $L^p$-operator algebras
For 1<p<∞, F^p_λ(G) is p-nuclear if and only if G is amenable, resolving Phillips' open problem.