[PDF][PDF] On a new generalized beta function defined by the generalized Wright function and its applications
UM Abubakar, S Patel - Malaysian Journal of Computing, 2021 - mjoc.uitm.edu.my
Various extensions of classical gamma, beta, Gauss hypergeometric and confluent
hypergeometric functions have been proposed recently by many researchers. In this paper …
hypergeometric functions have been proposed recently by many researchers. In this paper …
A new measure of quantum starlike functions connected with Julia functions
In a complex domain, the investigation of the quantum differential subordinations for starlike
functions is newly considered by few research studies. In this note, we arrange a set of …
functions is newly considered by few research studies. In this note, we arrange a set of …
[HTML][HTML] On the Relative Φ-Growth of Hadamard Compositions of Dirichlet Series
M Sheremeta, O Mulyava - Axioms, 2024 - mdpi.com
For the Dirichlet series F (s)=∑ n= 1∞ fn exp {s λ n}, which is the Hadamard composition of
the genus m of similar Dirichlet series F j (s) with the same exponents, the growth with …
the genus m of similar Dirichlet series F j (s) with the same exponents, the growth with …
On Multivalent Analytic Functions Considered by a Multi-Arbitrary Differential Operator in a Complex Domain
NM Alarifi, RW Ibrahim - Axioms, 2021 - mdpi.com
(1) Background: There is an increasing amount of information in complex domains, which
necessitates the development of various kinds of operators, such as differential, integral, and …
necessitates the development of various kinds of operators, such as differential, integral, and …
[PDF][PDF] Properties of Classes of Analytic Functions of Fractional Order
KR Karthikeyan, S Alagiriswamy - 2023 - researchgate.net
Abstract The study of Univalent Function Theory is very vast and complicated, so simplifying
assumptions were necessary. In view of the Riemann Mapping theorem, the most apt thing …
assumptions were necessary. In view of the Riemann Mapping theorem, the most apt thing …