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Key words : Analytic function; Hadamard product (or convolution); Univalent function; Convex function; Starlike function; Subordination; Derivative
The proof of Theorems 1.1-1.2 is obtained by getting first a lower bound, Proposi- tion 2.1, proved in Section 2, and then an upper bound on the minimal energy of J , Proposition
Srivastava and Saigo (see [16]) have studied in their paper multiplication of frac- tional calculus operator and boundary value problems involving the Euler-Darboux equation and
Manhas, Compact and Weakly Compact Multiplication Operators on Weighted Spaces of Vector-Valued Continuous Functions, Acta Sci.. Singh, Weighted Composition Operators on
He [5-20] developed the variational iteration and homotopy perturbation methods for solving linear, nonlinear, initial and boundary value problems.. Moreover, He realized the
Under the positivity of the associated Green’s function, the existence and multiplicity of positive solutions for the periodic boundary value problems were established by applying
Key words : Analytic functions, Starlike functions, Convex function, Nega- tive
For a brief history of the Fekete- Szeg¨ o problem for class of starlike, convex, and close to convex functions, see the recent paper by Srivastava et.al [7].. In the present paper,
