$ℒ_p$-Spaces and injective locally convex spaces

The talk is based on the joint work with Bartosz Łanucha Session: Spaces of analytic functions. The spaces now called de Brange-Rovnyak spaces were introduced by de Branges and

It is well known that integral functionals on a Banach space are important non-linear functionals, which can be applied in optimization theory.. Kozek extended

Kombrink [3], we extend these results to Musielak-Orlicz spaces, generated by arbitrary non-negative, er-finite and complete measure

Wisła,Extreme points and stable unit balls in Orlicz sequence spaces, Arch. Wisła, Stable points of unit ball in Orlicz

(These two spaces stood out because they had no history of compatibility with any demanding Σ, and because ( 5 ) The reader should note that we are not offering a slick

Observe that Sazonov’s theorem for Hilbert spaces does not follow from Minlos’ theorem for nuclear spaces over R (cf.. Therefore each c-additive

In this note we first show that the theorem of Casazza, Kottman and Lin [3] on operators in Banach spaces with symmetric bases holds in locally bounded

In the present paper there are given sufficient conditions for (Fréchet-) holomorphic mappings of complex Banach spaces and В Г -differentiable or В Г -analytic