Let omega be a rational n-form on C^n whose singular locus is a finite affine real hyperplane arrangement, and let b denote a base point in R^n outside the singular locus. Given a Paley-Wiener function f on C^n we define I_b(f) as the integral of f times omega over b+iR^n. By Cauchyâ€™s theorem this linear functional I_b on the space PW(C^n) of ...
Opdam, Eric (Universiteit van Amsterdam)
University of Minnesota, Institute for Mathematics and its Applications.