On non-midpoint locally uniformly rotund normability in Banach spaces
A. K. Mirmostafaee1
Received21 May 2002
Abstract
We will show that if X is a tree-complete subspace of
ℓ∞, which contains c0, then it does not
admit any weakly midpoint locally uniformly convex
renorming. It follows that such a space has no
equivalent Kadec renorming.