Small Entire Functions with Extremely Fa
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Luis Bernal-GonzΓ‘lez
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Article
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1997
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Elsevier Science
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English
β 169 KB
We prove in this note that, given β£ g 0, 1r2 , there exists a linear manifold M M of entire functions satisfying that M M is dense in the space of all entire functions Ε½< < β£ . Ε½ j. Ε½ . such that lim exp z f z s0 on any plane strip for every f g M M and for z Βͺ Ο± every derivation index j. Moreover,