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© 2018, Hebrew University Magnes Press. The aim of this paper is to consider certain conditions on the coefficient A of the differential equation f″ + Af = 0 in the unit disc which place all normal solutions f in the union of Hardy spaces or result in the zero-sequence of each non-trivial solution being uniformly separated. The conditions on the coefficient are given in terms of Carleson measures.
Idioma original | Anglès |
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Pàgines (de-a) | 747-768 |
Revista | Journal d'Analyse Mathematique |
Volum | 134 |
Número | 2 |
DOIs | |
Estat de la publicació | Publicada - 1 de febr. 2018 |
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Navegar pels temes de recerca de 'Mean growth and geometric zero distribution of solutions of linear differential equations'. Junts formen un fingerprint únic.Projectes
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Aspectos probabilísticos y geométricos de la teoría de funciones
Nicolau Nos, A. (PI), Gonzalez Llorente, J. (Investigador/a Principal 2), Arroyo Garcia, A. R. (Col.laborador/a), Donaire Benito, J. J. (Investigador/a), González Fuentes, M. J. (Investigador/a), Levi, M. (Investigador/a), Soler Gibert, O. (Col.laborador/a), Limani, A. (Col.laborador/a) & Macia Medina, V. J. (Col.laborador/a)
Ministerio de Economía y Competitividad (MINECO)
1/01/18 → 30/09/22
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