A note on the isomorphic classification of spaces of continuous functions defined on intervals of ordinal numbers
It is proved that for any , where is the Poulsen simplex, so that and , are smooth points, there is a rotation of carrying in .
The paper presents a simple proof of Proposition 8 of [2], based on a new and simple description of isometries between CD 0-spaces.
We investigate almost ball remotal and ball remotal subspaces of Banach spaces. Several subspaces of the classical Banach spaces are identified having these properties. Some stability results for these properties are also proved.