Results 271 to 280 of about 153,178 (286)

Differential subordinations and argument inequalities

Journal of the Franklin Institute, 2010
Abstract The main object of the present paper is to investigate certain properties of multivalent functions associated with a linear operator I p λ ( a , c ) .
Jin-Lin Liu, Om P. Ahuja
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Differential subordinations and Pythagorean means

Mathematica Slovaca, 2020
AbstractThe aim of this paper is to generalize several differential subordination results, involving arithmetic, geometric and harmonic means of the expressionsp(z) andp(z)+zp′(z)p(z).$\begin{array}{} p(z)+\frac{zp'(z)}{p(z)}. \end{array} $Are also given certain applications of the main results.
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Differential subordinations and geometric means

Complex Variables, Theory and Application: An International Journal, 1996
Let α e [0,1]p be an analytic function in the unit disc E q and h be analytic and univalent functions in E, Φ be an analytic function in a certain domain D⊃ q (E). The authors study the differential subordinations and where z⊂E Examples of the application of these results are given.
J. Stankiewicz, Adam Lecko, Stanisława Kanas   +2 more
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Subordinate Solutions of a Differential Equation

Computational Methods and Function Theory, 2006
In 2003, Ruscheweyh and Suffridge settled a conjecture of Polya and Schoenberg on subordination of the de la Vallee Poussin means of an analytic function by defining a continuous extension of the de la Vallee Poussin means using a differential equation.
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On a Briot-Bouquet Differential Subordination

1983
Let p(z) be analytic in the unit disc Δ, let h(z) be convex (univalent) in Δ, and let β and γ be complex numbers. The authors show that if p(z) = zp′(z)(βp(z) + γ)−1 ≺ h(z) (where ≺ denotes subordination), then p(z) ≺ h(z). They prove, further, that if, in addition, the differential equation q(z) + zq′(z)(βq(z) + γ)−1 = h(z) has a univalent solution q ...
Sanford S. Miller, Petru T. Mocanu, Paul Eenigenburg, Maxwell O. Reade   +3 more
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Briot-bouquet differential equations and differential subordinations

Complex Variables, Theory and Application: An International Journal, 1997
Let β and γ be complex numbersn a positive integer, and let h be analytic in the unit disk U. This article describes conditions under which the Briot-Bouquet differential equation has analytic and univalent solutions. If h is also univalent then conditions are determined for the best dominants of the Briot-Bouquet differential subordination In addition,
Sanford S. Miller, Petru T. Mocanu
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Differential subordination and starlike functions

Complex Variables, Theory and Application: An International Journal, 1992
Let p be analytic in the unit disc U and let h be univalent in U In addition, let . The author determines conditions on ψ when ψ is one of the following forms: so that . Applications of these results to the class of starlikc functions are also presented.
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Can automated blood film analysis replace the manual differential? An evaluation of the CellaVision DM96 automated image analysis system

International Journal of Laboratory Hematology, 2009
Yong-guang Yang
exaly  

Diagnostic Approach and Management of Lynch Syndrome (Hereditary Nonpolyposis Colorectal Carcinoma): A Guide for Clinicians

Ca-A Cancer Journal for Clinicians, 2006
exaly  

Differential analysis of gene regulation at transcript resolution with RNA-seq

Nature Biotechnology, 2013
Cole Trapnell, Loyal A Goff, Chiara Gerhardinger   +2 more
exaly