Renormings of the dual of James tree spaces
classification
🧮 math.FA
keywords
renormingdualjameskadecstrictlytreeweaklyadmit
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We discuss renorming properties of the dual of a James tree space JT. We present examples of weakly Lindelof determined JT such that JT* admits neither strictly convex nor Kadec renorming and of weakly compactly generated JT such that JT* does not admit Kadec renorming although it is strictly convexifiable.
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