On some spaces of analytic functions and their duality relations

For each 0 ≤ C and lt; + ∞and 0 and lt; p and lt; +∞ let EC,p be the space of entire functions f such that, for some constant A ≥ 0,|f(z) ≤ AeC|z|p for all z in c. If ||f|| C, p is the minimun of such constants A, || ||c,p is a Banach space norm on EC,p.Let 0 and lt; B ≤ + ∞ and denote with EB,...