From the 1 of 3 linked papers with an AI index.
3 papers
math.FA2026
On linearisation, existence and uniqueness of preduals: The isometric case
Karsten Kruse
The paper investigates when a Banach space has an isometric Banach predual and when that predual is unique, providing necessary and sufficient conditions and focusing on spaces of…
math.FA2025
Vector-valued Fourier hyperfunctions and boundary values
Karsten Kruse
This work is dedicated to the development of the theory of Fourier hyperfunctions in one variable with values in a complex non-necessarily metrisable locally convex Hausdorff space…
math.FA2025
On linearisation and uniqueness of preduals
Karsten Kruse
We study strong linearisations and the uniqueness of preduals of locally convex Hausdorff spaces of scalar-valued functions. Strong linearisations are special preduals. A locally c…