Subharmonic Almost Periodic Functions of Slow Growth

Abstract

We obtain a complete description of the Riesz measures of almost periodic subharmonic functions with at most of linear growth on the complex plane; as a consequence we get a complete description of zero sets for the class of entire functions of exponential type with almost periodic modulus.

References in corpus (2)

• Subharmonic Almost Periodic Functions
• Zero sets of entire functions of exponential type with some conditions on real axis