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Integral Transform

On Some Double Integral Transform of Aleph() -Function

On Some Double Integral Transform of Aleph() -Function

... Abstract: In the present paper , the author will establish a double integral transform of Aleph  -function which leads to yet another interesting process of augmenting the parameters in the  -function. ...

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Boundedness Properties for Some Integral Transform

Boundedness Properties for Some Integral Transform

... various integral transforms which have widely used in physics, astronomy as well as in ...the integral transform were extensively used and thus there are several works on the theory and application ...

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Duality of “Some Famous Integral Transforms” From the Polynomial Integral Transform

Duality of “Some Famous Integral Transforms” From the Polynomial Integral Transform

... polynomial integral transform, sumudu, Fourier and mellin integral ...polynomial integral transform and other integral ...Fourier integral transform and mellin ...

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On a New Fractional Integral Transform and its Applications

On a New Fractional Integral Transform and its Applications

... fractional integral transform and proved some of its basic ...fractional integral transform of some elementary functions and conformable ...fractional integral transform and ...

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New Integral Transform: Shehu Transform a Generalization of Sumudu and Laplace Transform for Solving Differential Equations

New Integral Transform: Shehu Transform a Generalization of Sumudu and Laplace Transform for Solving Differential Equations

... Laplace-Carson integral transform have many applications in physics and engineering and can easily be converted into a Mellin deconvolution problem, see [23, ...Hankel’s integral transform ...

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A new integral transform on time scales and its applications

A new integral transform on time scales and its applications

... Sumudu transform is introduced in this article as a new integral transform on a time scale T to solve a system of dynamic ...Sumudu transform on time scale T has not been presented ...

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Finite symmetric trilinear integral transform of
distributions  Part II

Finite symmetric trilinear integral transform of distributions Part II

... trilinear integral transform to distribu- tions analogous to the method employed in [1] which is quite different than Zemanian [8] and Dube [2] and establish an inversion theorem by using Parseval’s identity ...

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Theoretical Analysis of the Turbulent Prandtl Number by the Integral Transform Technique

Theoretical Analysis of the Turbulent Prandtl Number by the Integral Transform Technique

... the integral transform technique, associated to two- distinct solution procedure for fully developed turbulent flow, allowed to isolate the turbulent Prandtl number as mains source of discrepancies between ...

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Polynomial Integral Transform for Solving Differential Equations

Polynomial Integral Transform for Solving Differential Equations

... discussed integral transforms are either pro- totypes or have almost the same applicabilities as the Laplace integral ...these integral transforms use exponential function of parameter(s) as their ...

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A Generalization of Integral Transform

A Generalization of Integral Transform

... introduce integral transform for solving differential equations with- out establishing its relationships with other integral ...the integral transformation of the operator of an unknown ...

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On the relationship between elzaki transform and new integral transform "zz transform"

On the relationship between elzaki transform and new integral transform "zz transform"

... several integral transforms (Miles, 1971) like, Laplace Transform, Fourier Transform, Sumudu Transform, ElzakiTransform, Natural Transform and Aboodh Transform, tocrack the DEs ...

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On an integral transform

On an integral transform

... of inversion and a Parseval type equation, and the transform is applied to obtain the.. solution of some associated integral equations one of which is of the Wiener-Hopf type..[r] ...

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On an integral transform

On an integral transform

... Since the path LR is of finite extent it follows that the last repeated integral on the right hand side of 2.8 does exist when the integrand is replaced by its modulus... establishes the[r] ...

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The dual integral equations method involving heat equation with mixed boundary conditions

The dual integral equations method involving heat equation with mixed boundary conditions

... Hankle integral transform replaced by sine or cosine Fourier ...of integral equations ...single integral equation by a set of simultaneous algebraic equations; again matrix techniques are ...

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Laplace And Sumudu Transforms And Their Application

Laplace And Sumudu Transforms And Their Application

... Sumudu transform – an integral transform to solve differential equations and control engineering problems, international journal of mathematical ...

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A Subclass of Harmonic Functions Associated with a Convolution Structure

A Subclass of Harmonic Functions Associated with a Convolution Structure

... J.M.Jahangiri, Chan Kim Young and H.Srivastava, Construction of a certain class of harmonic close to convex functions associated with the Alexander integral transform, Integral Transfo[r] ...

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Calculation Scheme Based on a Weighted Primitive: Application to Image Processing Transforms

Calculation Scheme Based on a Weighted Primitive: Application to Image Processing Transforms

... An integral transform maps an equation from its original domain (time or space domain) into another domain (frequency ...domain. Integral transforms work because they are based upon the concept of ...

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Solutions of fractional difference equations using S-transforms

Solutions of fractional difference equations using S-transforms

... numerous integral transforms that are widely used in physics, astronomy, as well as ...the integral transforms were extensively used and thus there are several works on the theory and application of ...

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Convolution Theorem for Generalized Two Dimensional Fractional Sine Transform

Convolution Theorem for Generalized Two Dimensional Fractional Sine Transform

... Fourier transform (FT) is named in the honor of Joseph Fourier ...of Integral transform, Fourier analysis is one of the most frequently used tools in signal processing and many other scientific ...

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Wavelet analysis on a Boehmian space

Wavelet analysis on a Boehmian space

... [4] V. Karunakaran and R. Roopkumar, Wavelet transform for Boehmians, Proceed- ings of the International Conference on Transform Techniques and Their Applications, St. Joseph’s College, Irinjalakuda, India, ...

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