Some Applications of Spaces of Entire Functions

Publisher Website
Google Scholar
Abstract
A Hilbert space, whose elements are entire functions, is of particular interest if it has these properties:(H1) Whenever F(z) is in the space and has a non-real zero w, the function is in the space and has the same norm as F(z).(H2) For each non-real number w, the linear functional defined on the space by F(z) —> F(w) is continuous.(H3) Whenever F(z) is in the space, is in the space and has the same norm as F(z). If E(z) is an entire function satisfying

This publication has 14 references indexed in Scilit: