Geometrical Theory of Analytic Functions

• Format: eBook
• Language: English
• Published: Basel MDPI - Multidisciplinary Digital Publishing Institute 2022
• Subjects: admissible functions; analytic function; analytic functions; asymptotic expansion; best dominant; best subordinant; bi-univalent functions; bounded analytic functions of complex order; broom topology; centered polygonal numbers; coefficient bounds; coefficients bounds; conformable fractional derivative; convex function; convolution product; cosine hyperbolic function; differential containments; differential inclusions; differential inequalities; differential subordination; differential subordinations; differential superordination; dominant; Fekete–Szegö problem; Fekete–Szegő problem; gap function; Hadamard (convolution) product; harmonic function; holomorphic function; horadam polynomial; Hurwitz–Lerch Zeta-function; Janowski functions; lacunary function; Mathematics and Science; meromorphic functions; meromorphic strongly starlike functions; natural boundary; open unit disk; p-valent function; Painlevé differential equation; q-derivative operator; q-difference operator; q-generalized linear operator; Reference, Information and Interdisciplinary subjects; Research and information: general; Riemann zeta function; singularities; starlike function; starlike functions; strongly close-to-convex functions; subordinant; subordinating factor sequence; subordination; subordination and superordination; symmetric conjugate points; symmetric solution; Sălăgean integral and differential operator; Taylor–Maclaurin series; univalent function; univalent functions; ξ-Generalized Hurwitz–Lerch Zeta function

The book contains papers published in the Mathematics Special Issue, entitled "Geometrical Theory of Analytic Functions". Fifteen papers devoted to the study concerning complex-valued functions of one variable present new outcomes related to special classes of univalent functions, differen...