Results 91 to 100 of about 3,606 (203)
A Univalence Preserving Integral Operator
We define an integral operator denoted by I, and we give sufficient conditions such that F=I(f1,f2,…,fm) is univalent.
Georgia Irina Oros
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Sufficient conditions for univalence in ℂ n
The method of subordination chains is used to establish new univalence criteria for holomorphic mappings in the unit ball of ℂ n. Various criteria involving the first and the second derivative of a holomorphic mapping in the unit ball of ℂ n are ...
Dorina Rãducanu
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Univalent functions with univalent sections [PDF]
Contains fulltext : 265336.pdf (Publisher’s version ) (Open Access)
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Univalence conditions for a general integral operator
For analytic functions in the open unit disk U, we define a new general integral operator. The main object of the this paper is to study this new integral operator and to determine univalence conditions of it.
Oprea Adriana, Breaz Daniel
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Typically real logharmonic mappings
We consider logharmonic mappings of the form f(z)=z|z| 2βhg¯ defined on the unit disk U which are typically real. We obtain representation theorems and distortion theorems.
Zayid Abdulhadi
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DMC1 stabilizes crossovers at high and low temperatures during wheat meiosis. [PDF]
Draeger TN +5 more
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On Subclasses of Analytic Functions with respect to Symmetrical Points
In our present investigation, motivated from Noor work, we define the class ℛks(b) of functions of bounded radius rotation of complex order b with respect to symmetrical points and learn some of its basic properties.
Muhammad Arif +2 more
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Geometric Properties of a New Integral Operator
We obtain sufficient conditions for the univalence, starlikeness, and convexity of a new integral operator defined on the space of normalized analytic functions in the open unit disk.
Roberta Bucur +2 more
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Let \(A\) denote the class of all analytic functions \(f(z)\) defined in the open unit disc of the complex plane and normalized by \(f(0)= 0\), \(f'(0)= 1\). Let \(S\) denote the subclass of \(A\) consisting of univalent functions. In this paper the authors prove that if \(f\in A\) with \[ \text{Re}\Biggl\{e^{i\theta} {zf''(z)\over f'(z)}\Biggr\}\leq{1\
Blezu, Dorin, Pascu, Nicolae N.
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Some sufficient conditions for univalence
A new subclass R(α), 0≤α≤1, of the class St(1/2) the class of starlike functions of order 1/2 is introduced and it is shown that R(α) is closed with respect to the Hadamard product of analytic functions.
Sukhjit Singh
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