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Publications (11)
The Chebychev’s polynomial has vast applications in GFT. The powerful tool called convolution (Or Hadamard product), subordination techniques are used in designing the new class.
In establishing the core results, derivative tests, triangle inequality and appropriate results that are existing are used.
Findings:The trigonometric polynomials are app...
In this paper, applying Bernoulli polynomials to estimate the Taylor-Maclaurin coefficients and Fekete-Szego inequality to the new subclass of bi-univalent functions defined in the open unit disc associated with Al-Oboudi differential operator. 2010 Mathematical Subject Classification: 30C45, 30C50.
In recent research, working on coefficient bounds is very popular and useful to deal with geometric properties of the underlying functions. In this work, two new subclasses of Sakaguchi type functions with respect to symmetric points through subordination are considered. Moreover, the initial coefficients and the sharp upper bounds for the function...
The aim of this paper is to apply Lucas polynomial, in order to obtain the initial coefficients on and belonging to the new subclass of analytic, univalent and Sakaguchi functions as defined in the open unit disc . Furthermore, the Fekete – Szego inequality is also investigated for this subclass. 2010 Mathematical Subject Classification: 30C45, 30C...
A new subclass of meromorphic functions with a fixed point defined in the punctured unit disk Δ*={zϵC:0<|z| <1} involving the q-hypergeometric functions is introduced and discussed in this paper. The coefficient inequalities, growth and distortion inequalities, and closure results for functions (Formula presented) were obtained. Furthermore, some r...
In the present paper, we introduce new subclass (Formula presented) (ρ, δ,λ,α) PSC of analytic function with respect to 2k-symmetric conjugate points. Such results as integral representations, convolution conditions and coefficient inequalities for this class is provided.
