New subclass of meromorphic harmonic functions defined by symmetric q-calculus and domain of Janowski functions

New subclass of meromorphic harmonic functions defined by symmetric q-calculus and domain of Janowski functions

In this article, by applying the convolution principle and symmetric q-calculus, we develop a new generalized symmetric q-difference operator of convolution type, which is applicable in the domain E⁎={τ:τ∈C and 0

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Veröffentlicht in:Heliyon 2024-10, Vol.10 (20), p.e38960, Article e38960
Hauptverfasser: Abubakar, Ahmad A., Matarneh, Khaled, Al-Shaikh, Suha B., Khan, Mohammad Faisal, Kamal, Mustafa
Format: Artikel
Sprache:eng
Schlagworte:
class
Convolution
domain
Harmonic functions
Janowski type function
Meromorphically harmonic functions
Meromorphically harmonic starlike functions
subclass
Symmetric q-calculus
Univalent functions
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Beschreibung
Zusammenfassung:In this article, by applying the convolution principle and symmetric q-calculus, we develop a new generalized symmetric q-difference operator of convolution type, which is applicable in the domain E⁎={τ:τ∈C and 0
ISSN:2405-8440
2405-8440
DOI:10.1016/j.heliyon.2024.e38960