On the Fourier-Laplace Transform of Functionals on a Weighted Space of Infinitely Differentiable Functions
arXiv:math/9911067 · doi:10.1070/SM2000v191n10ABEH000516
Abstract
The strong dual space of linear continuous functionals on a weighted space G of infinitely differentiable functions defined on the real line is described in terms of their Fourier-Laplace transforms.
arXiv comment27 pages, LaTeX 2e