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New Developments in Geometric Function Theory
Abstract
The book contains papers published in a Special Issue of Axioms, entitled "New Developments in Geometric Function Theory". An Editorial describes the 14 papers devoted to the study of complex-valued functions which present new outcomes related to special classes of univalent and bi-univalent functions, new operators and special functions associated with differential subordination and superordination theories, fractional calculus, and certain applications in geometric function theory- analytic functions
- vector valued Hardy functions
- boundary values
- analytic function
- starlike function of order α
- convex function of order α
- Sălăgean differential operator
- Alexander integral operator
- starlike and convex functions
- hadamard product
- subordination
- bi-univalent functions
- Fekete–Szegő problem
- Gegenbauer polynomials
- Yamakawa-type bi-starlike functions
- univalent function
- starlike function
- convex function
- meromorphic function
- q-difference operator
- strong differential superordination
- best subordinant
- confluent (Kummer) hypergeometric function
- univalent functions
- coefficient bounds
- bi-starlike and bi-convex functions of complex order
- fractional calculus
- Erdély–Kober-type integral operator
- analytic bi-univalent functions
- zero-truncated Poisson distribution
- Fekete–Szegő functional problem
- logarithmic coefficient
- Hankel determinant
- strongly starlike
- strongly convex
- Bessel function
- uniformly convex functions
- radius of convexity
- vector-valued tempered distributions
- boundary value
- Cauchy integral
- differential operator
- fuzzy differential subordination
- fuzzy best dominant
- fractional integral
- bi-univalent function
- Laguerre polynomial
- coefficient bound
- beta negative binomial distribution
- inequalities
- open unit disk
- symmetric differential operator
- airy functions
- normalization
- complex wave equation
- k-symbol calculus
- fractional derivative operator
- Mittag-Leffler function
- convolution
- n/a
- bic Book Industry Communication::P Mathematics & science
- bic Book Industry Communication::U Computing & information technology::UY Computer science
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Last time updated on 12/02/2023
This paper was published in Directory of Open Access Books (DOAB).
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