38 research outputs found
Total subspaces with long chains of nowhere norming weak sequential closures
If a separable Banach space is such that for some nonquasireflexive
Banach space there exists a surjective strictly singular operator then for every countable ordinal the dual of contains a
subspace whose weak sequential closures of orders less than are
not norming over any infinite-dimensional subspace of and whose weak
sequential closure of order coincides with $X^*