2019arXiv (Cornell University)Open access

Lemniscate and Exponential Starlikeness of Regular Coulomb Wave Functions

İbrahim Aktaş

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Abstract

In this study, a normalized form of regular Coulomb wave function is considered. By using differential subordination method due to Miller and Mocanu, we determine some conditions on the parameters such that the normalized regular Coulomb wave function is lemniscate starlike and exponenetial starlike in the open unit disk, respectively.

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In this study, a normalized form of regular Coulomb wave function is considered. By using differential subordination method due to Miller and Mocanu, we determine some conditions on the parameters such that the normalized regular Coulomb wave function is lemniscate starlike and exponenetial starlike in the open unit disk, respectively.

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Available abstract

In this study, a normalized form of regular Coulomb wave function is considered. By using differential subordination method due to Miller and Mocanu, we determine some conditions on the parameters such that the normalized regular Coulomb wave function is lemniscate starlike and exponenetial starlike in the open unit disk, respectively.

Key concepts: Coulomb wave function, Coulomb, Unit disk, Subordination (linguistics), Exponential function, Wave function, Mathematics, Analytic function

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