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On the Completeness of the System {z(lambda n)log(j)z} in L(a)(2)

Author:
Yang, Xiangdong  


Journal:
ABSTRACT AND APPLIED ANALYSIS


Issue Date:
2011


Abstract(summary):

Let L(a)(2)(Omega) denote a Hilbert space consisting of analytic functions on an unbounded domain Omega located outside an angle domain with vertex at the origin. We obtain a completeness theorem for the system M(A)={z(lambda n)log(j)z, j = 0,1,...,m(n) - 1}(n=1)(infinity), in L(a)(2)(Omega).


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