Results 41 to 50 of about 1,183 (204)
On Some Differential Operators Related to A Type of Meromorphic Univalent Functions
The goal of this article is to introduce a class of a type of meromorphic function which defined by some differential operators. Then we study various properties of these operators such as, coefficient inequality, both of growth and distortion theorems,
Majida Kh. Abdullah +1 more
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A class of univalent functions with varying arguments
f(z)=z+∑m=2∞amzm is said to be in V(θn) if the analytic and univalent function f in the unit disc E is nozmalised by f(0)=0, f′(0)=1 and arg an=θn for all n.
K. S. Padmanabhan, M. Jayamala
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The aim of present paper is to find out different interesting properties and characterization of unified class $P_{\gamma}(A, B, \alpha,\sigma)$ of prestarlike functions with negative coefficients in the unit disc $U$.
D. Soybaş, S.B. Joshi, H.H. Pawar
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Distortion and covering theorems of pluriharmonic mappings
The linear-invariant families of analytic functions make it possible to obtain well-known results to broader classes of functions, and are often helpful in obtaining simpler proofs along with new results.
Saminathan Ponnusamy +3 more
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Distortion Theory of Biunivalent Holomorphic Functions
Biunivalent holomorphic functions form an interesting class in geometric function theory and are associated with special functions and solutions of complex differential equations.
Samuel L. Krushkal
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Distortion theorems on the unit ball of a JB-triple [PDF]
application/pdfLet B be the open unit ball of a JB*-triple. We prove distortion results for normalized convex mappings f : B → X which generalize various finite dimensional distortion theorems and improve some infinite dimensional ones.departmental ...
ホンダ, タツヒロ +2 more
core
Sharp distortion theorems for quasiconformal mappings
Continuing their earlier work on distortion theory, the authors prove some dimension-free distortion theorems for K K -quasiconformal mappings in R n {R^n} .
M. Vuorinen +2 more
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Distortion theorems for functions schlicht in an annulus.
Let \(R:=\{w:\rho
openaire +1 more source
Embedding distortion analysis in wavelet-domain watermarking [PDF]
Imperceptibility and robustness are two complementary fundamental requirements of any watermarking algorithm. Low strength watermarking yields high imperceptibility, but exhibits poor robustness. High strength watermarking schemes achieve good robustness
Abhayaratne, C. +3 more
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In this investigation, we introduce a new meromorphic operator defined by meromorphic univalent functions. A new class of meromorphic functions is introduced by this operator, which can generate several distinct subclasses depending on the values of its ...
Aya F. Elkhatib +3 more
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