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Renorming of spaces
Authors:Jan Rychtá  r
Affiliation:Department of Mathematical Analysis, Charles University, Faculty of Mathematics and Physics, Sokolovká 83, 186 75 Praha 8, Czech Republic
Abstract:
If $K$ is a scattered Eberlein compact space, then $C(K)^{*}$ admits an equivalent dual norm that is uniformly rotund in every direction. The same is shown for the dual to the Johnson-Lindenstrauss space $text{JL}_{2}$.

Keywords:Eberlein compacts   uniform rotundity in every direction
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