Results 11 to 20 of about 111,755 (250)
This paper proposes a new design and practical implementation of a robust ${\mathcal H}_{\infty }$ control applied to some mechanical systems considering in the controller design full access to the state variables and in the equivalent controller ...
Lucas M. Esteves +6 more
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Some differential inequalities in the complex plane
In the present paper, we obtain some new results by applying well-known Jack?s lemma. Moreover, the second-order differential subordinations associated with convex functions are also considered.
Nunokawa, Mamoru +4 more
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Tlacoqualli in Monequi "The Center Good"
Photo by Andrew James on Unsplash INTRODUCTION Since its inception, bioethics has focused on Western conceptions of ethics and science. This has provided a strong foundation to build bioethics as a field and discipline.
Ried Mackay
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MATHEMATICAL MODEL OF RESONATOR CHAINS IN EXTERNAL MAGNETIC FIELD [PDF]
Subject of Research.The paper considers a spectral problem for chains of weakly coupled ball-shaped resonators under the action of an external magnetic field. Two basic geometries are studied composed of identical resonators: the chain with a single kink
A. S. Melikhova
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Eigenvalue bounds of the shift-splitting preconditioned singular nonsymmetric saddle-point matrices
For singular nonsymmetric saddle-point problems, a shift-splitting preconditioner was studied in (Appl. Math. Comput. 269:947-955, 2015). To further show the efficiency of the shift-splitting preconditioner, we provide eigenvalue bounds for the nonzero ...
Quan Shi, Qin-Qin Shen, Lin-Quan Yao
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Certain nth Order Differential Inequalities in the Complex Plane [PDF]
AbstractLet w(z) be regular in the unit disc U:|z|<l, with w(0) = 0 and let h(r, s, t) be a complex function defined in a domain D of C3. The author determines conditions on h such that ifz∈U, then |w(z)|< 1 for z ∈ U and n= 0, 1, 2, …. Here Dnw(z) = (z/(l-z)n+1*w(z), where * stands for the Hadamard product (convolution). Some applications of the
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Applications of Inequalities in the Complex Plane Associated with Confluent Hypergeometric Function [PDF]
The idea of inequality has been extended from the real plane to the complex plane through the notion of subordination introduced by Professors Miller and Mocanu in two papers published in 1978 and 1981. With this notion came a whole new theory called the theory of differential subordination or admissible functions theory.
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S. N. Bernstein Type Estimations in the Mean on the Curves in a Complex Plane
The present paper discusses in the metric Lp S. N. Bernstein type inequalities of the most general kind on very general accessible classes of curves in a complex plane. The obtained estimations, generally speaking, are not improvable.
J. I. Mamedkhanov, I. B. Dadashova
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The Ptolemaean inequality in the closure of complexhyperbolic planes
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Platis, Ioannis D., Sönmez, Nilgün
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On the Number of Ordinary Lines Determined by Sets in Complex Space [PDF]
Kelly\u27s theorem states that a set of n points affinely spanning C^3 must determine at least one ordinary complex line (a line passing through exactly two of the points).
Basit, Abdul +3 more
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