
NuHAG :: TALKS
Talks given at NuHAG events


A structural theorem for generalized GelfandShilov spaces, quasianalytic and nonquasianalytic case Maja Taskovic University of Novi Sad, Department of Mathematics SERBIA AND MONTENEGRO given at strobl07 (17.06.07) id: 744 length: min status: accepted type: poster LINKPresentation: ABSTRACT:
Generalized GelfandShilov spaces S^{Mp} are subspaces of DenjoyCarleman classes C^{Mp} which are appropriate for Fourier Analysis. Examples of generalized GelfandShilov spaces are Sato space F, BraunMeiseTaylor space and all nontrivial GelfandShilov spaces.
We prove that every element of the dual space S^{Mp}' can be represented as the action of a partialdifferential operator of infinite order on a continuous bounded function.
