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Convolution Operators

Uniform Lorentz norm estimates for convolution operators

Uniform Lorentz norm estimates for convolution operators

... (t, φ(t)) are said to be simple according to Drury and Marshall []. The measure ω(t) dt supported on the curve (t, φ(t)) is known as the affine arclength measure, which is based on the affine arclength parameter as in [], ...

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Convolution Operators and Bochner Riesz Means on Herz Type Hardy Spaces in the Dunkl Setting

Convolution Operators and Bochner Riesz Means on Herz Type Hardy Spaces in the Dunkl Setting

... By using the technique of Herz-type Hardy spaces for the Dunkl operator Λα , we are attempting in this paper to study the Dunkl convolution operators, and we establish a version of multi[r] ...

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Fixed points and orbits of non-convolution operators

Fixed points and orbits of non-convolution operators

... In , Godefroy and Shapiro [] showed that every continuous linear operator L : H(C) → H(C) which commutes with translations (these operators are called convolution operators) and which is not a ...

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Convolution operators in the geometric function theory

Convolution operators in the geometric function theory

... of operators plays a vital role in ...the convolution theory, and then study its properties, is one of the hot areas of current ongoing research in the geometric function theory and its related ...integral ...

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A Family of Convolution Operators for Multivalent Analytic Functions

A Family of Convolution Operators for Multivalent Analytic Functions

... [3] N. E. Cho, O. S. Kwon and H. M. Srivastava. Inclusion relationships and argument prop- erties for certain subclasses of multivalent functions associated with a family of linear operators. Journal of ...

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Vol 8, No 8 (2017)

Vol 8, No 8 (2017)

... Composite Convolution operators which are obtained by composing convolution operators with composition ...composite convolution operators. The norm of trace of composite ...

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Input-output stabilization of linear systems on Z

Input-output stabilization of linear systems on Z

... linear convolution operators in full time axis stabilization studies (a brief discussion appears in ...lution operators, avoids many of the limitations of the basic I/O model in full time axis ...

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On a class of meromorphic p valent starlike functions involving certain linear operators

On a class of meromorphic p valent starlike functions involving certain linear operators

... some convolution conditions for starlikeness of analytic ...of convolution op- erators for an analytic function to be in classes of starlike and ...of convolution operators for meromorphic ...

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Linear and nonlinear convolution elliptic equations

Linear and nonlinear convolution elliptic equations

... Moreover, convolution-differential equations (CDEs) have been treated, ...[]. Convolution operators in vector valued spaces are studied, ...the convolution-differential operator equations ...

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Continuity of multilinear operators on Triebel Lizorkin spaces

Continuity of multilinear operators on Triebel Lizorkin spaces

... linear operators related to certain convolution operators on the Triebel-Lizorkin ...multilinear operators only under certain conditions on the size of the ...multilinear operators ...

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Convolution estimates related to space curves

Convolution estimates related to space curves

... results previously known for convolution estimates related to space curves, namely [1-6]. This article is organized as follows: in the following section, a uniform estimate for convolution operators ...

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GENERALIZED HANKEL DETERMINANT FOR A GENERAL SUBCLASS OF UNIVALENT FUNCTIONS

GENERALIZED HANKEL DETERMINANT FOR A GENERAL SUBCLASS OF UNIVALENT FUNCTIONS

... Sibel Yal¸ cın received her Ph.D. degree in Mathematics in 2001 from Uludag Uni- versity, Bursa, Turkey. She became a full Professor in 2011. She is currently with the Department of Mathematics, Uludag University. Her ...

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Review on Overview of Oracle Operators

Review on Overview of Oracle Operators

... arithmetic operators to be used while viewing records from a table or while performing Data Manipulation operations such as insert, update and ...these operators are also used in date time and interval ...

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Line Segment Convolution

Line Segment Convolution

... The typical approach for efficient convolution uses Fast Fourier Transforms (FFTs). While such implementations can be extremely efficient, there comes a limit where the increase in the number of points resulting ...

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Tribonacci Convolution Triangle

Tribonacci Convolution Triangle

... One of the most difficult parts after finding a pattern was finding a way to prove what I had found. The book I had been looking at worked with the column generating functions[KOS14]. Then I came across a journal article ...

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Information communication technology adoption and business performance of tour operators in malaysia

Information communication technology adoption and business performance of tour operators in malaysia

... Few studies focus on the comprehensive pattern of ICT adoption among different types of adopter, i.e. older, new, high, and low adopter tour operators. The Diffusion of Innovation (DOI) curve, also known as ...

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Convolution and differential subordination

Convolution and differential subordination

... Let h be any convex univalent analytic function on U with.. It is proved in this paper that the class.[r] ...

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On the sine integral and the convolution

On the sine integral and the convolution

... The sine integral Siλx and the cosine integral Ciλx and their associated functions Si+ λx, Si− λx, Ci+ λx, Ci− λx are defined as locally summable functions on the real line.. Some convol[r] ...

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On the Fresnel integrals and the convolution

On the Fresnel integrals and the convolution

... Adem Kılıçman: Department of Mathematics, University of Putra Malaysia, 43400 UPM, Serdang, Selangor, Malaysia Current address: Institute of Advanced Technology, University of Putra Mala[r] ...

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Ideals in \((\mathcal{Z}^{+},\leq_{D})\)

Ideals in \((\mathcal{Z}^{+},\leq_{D})\)

... Recall that most of the convolutions like Dirichlet’s convolution, Uni- tary convolution and k -free convolution induce meet semi lattice structure on Z + [9].. For this reason we consid[r] ...

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