The Journal of the Indian Mathematical Society

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In Equalities Between Series and Integrals Involving Entire Functions


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1 Northwestern University, Evapston, Illinois, United States
     

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Let f(z) be an entire function of positive exponential type c; Plancherel and Polya [7] showed that if f(x) belongs to Lp on the real axis (where p > 0) then the series.
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  • In Equalities Between Series and Integrals Involving Entire Functions

Abstract Views: 214  |  PDF Views: 0

Authors

R. P. Boas
Northwestern University, Evapston, Illinois, United States

Abstract


Let f(z) be an entire function of positive exponential type c; Plancherel and Polya [7] showed that if f(x) belongs to Lp on the real axis (where p > 0) then the series.