Application to the Completeness of Exponential Systems in Convex Domains and the Multiplicator Problem
The completeness of exponential systems in convex domains is intimately connected to the multiplicator problem. Considering a special form of exponent system is related to the study of special subharmonic functions that determine the periodic limit set, the so-called automorphic subharmonic functions. The next Sections 6.1, 6.2 are devoted to these problems.
KeywordsMaximum Principle Entire Function Trigonometric Function Convex Domain Subharmonic Function
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