For coechelon spaces $k_\infty(v)$ of infinite order it is proved that every compact subset of $k_\infty(v)$ is contained in a closed absolutely convex hull of some null sequence if and only if the matrix $v$ is regularly decreasing.
On compact subsets of coechelon spaces of infinite order
ALBANESE, Angela Anna
2000-01-01
Abstract
For coechelon spaces $k_\infty(v)$ of infinite order it is proved that every compact subset of $k_\infty(v)$ is contained in a closed absolutely convex hull of some null sequence if and only if the matrix $v$ is regularly decreasing.File in questo prodotto:
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