The Levy-Steinitz rearrangement theorem for duals of metrizable spaces
Extending the classical Levy-Steinitz rearrangement theorem, which in turn extended Riemann's theorem, Banaszczyk proved in 1990/93 that a metrizable, locally convex space is nuclear if and only if the domain of sums of every convergent series (i.e. the set of all elements in the space which are sums of a convergent rearrangement of the series) is
Bonet, Jose et al.
Fecha de publicación:
8
1999