[PDF] Top 20 APPLICATION OF TWO-DIMENSIONAL FRACTIONAL COSINE TRANSFORM TO DIFFERENTIAL EQUATION
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APPLICATION OF TWO-DIMENSIONAL FRACTIONAL COSINE TRANSFORM TO DIFFERENTIAL EQUATION
... and application of integral transform such as the Laplace, Fourier, Mellin and Hankel ...The fractional integral transforms play an important role in signal ... See full document
9
Application of fractional-order Bernoulli functions for solving fractional Riccati differential equation
... of fractional order integration and its applications in solving the fractional order differential equations, ...linear fractional differential equations with variable coefficients in ... See full document
16
Brenstien polynomials and its application to fractional differential equation
... at fractional value of α is not ...the fractional differential equations that the solution of fractional differential equations at fractional values approaches to the solution at ... See full document
22
Barrier options pricing of fractional version of the Black-Scholes model
... The fractional calculus is used in many fields of science and ...engineering. Fractional differential operators, therefore find numerous applications in the field of viscoelasticity, feed back ampli- ... See full document
8
Jacobi Elliptic Function Solutions For Fractional Partial Differential Equations
... for fractional partial differential equations, where the fractional derivative is defined in the sense of the modified Riemann-Liouville ...a fractional complex transformation, certain ... See full document
9
Techniques for Solving a Certain Class of Partial Differential Equation by Fractional Fourier Transform
... term fractional Fourier transforms is crucial in the study of Mathematics and ...systems, fractional Fourier transforms (generalized form of Fourier ...term fractional Fourier transform for ... See full document
16
Convolution theorem for generalized two dimensional fractional cosine transform
... the transform domain. The convolution operation in the transform domain realized by taking an inverse transform of the product of forward to symmetric convolution of those symmetrically extended ... See full document
5
MODULATION AND PARSEVALS RELATION OF GENERALIZED TWO DIMENSIONAL FRACTIONAL COSINE TRANSFORM
... years, fractional order signal processing has received great attentions in many engineering ...include fractional Fourier transform, fractional stochastic processes and fractional ... See full document
16
Analytic Solution of Linear Fractional Differential Equation Using Fractional Laplace Transform
... the Fractional calculus was more interesting topic to mathematicians for a long time in spite of the lack of application back ...towards Fractional Calculus which are used in real world problems such ... See full document
6
Abstract Fractional sine transform and Laplace transform are used for solving the Stokes` first problem with
... partial differential equations have many applications in applied sciences and ...of fractional of fractional partial differential equations of the time fractional advection dispersion ... See full document
6
Solving linear Volterra–Fredholm integro- differential equations of fractional order by using Generalized Differential Transform Method
... of fractional calculus ( a mathematical branch investigating the properties of derivatives and integrals of non- integer orders) [8] , in varied fields, the solution techniques for fractional ... See full document
12
Linear fractional fuzzy differential equations with Caputo derivative
... for fractional dif- ferential equations with ...of fractional with ...fuzzy fractional integral and integrodifferential ...its application to fuzzy fractional differential ... See full document
14
Boundedness Properties for Some Integral Transform
... the differential equations, the integral transform were extensively used and thus there are several works on the theory and application of integral transform such as the Laplace, Fourier, ... See full document
6
Relation of Generalized Two Dimensional Fractional Cosine Transform with Other Transform
... the cosine transform (CT), which are based on half range expansion of a function over cosine basis function, are also important tools in signal ... See full document
9
Exact Solution for a Class of Stiff Systems by Differential Transform Method
... [20], two dimensional DTM is utilized to solve linear and non- linear ...solve differential-difference ...tional differential equations and linear PDEs of fractional order ...[27], ... See full document
5
On Conformable Double Laplace Transform and One Dimensional Fractional Coupled Burgers' Equation
... The fractional partial differential equations play a crucial role in fields of physics, chemistry and ...partial differential equations by simplest equation ...burgers equation, this ... See full document
14
Ternary fractional differential transform schema: theory and application
... Differential transform method (DTM) is a powerful transformation technique that can be easily applied to (non)linear problems to achieve much more accurate analytical or nu- merical solutions than the existing ones ... See full document
13
Distributional Generalized Two Dimensional Fractional Sine Transform and Its Operators
... its application has promoted the development of other kinds of fractional transforms like fractional Hartley transform, fractional Hadamard transform, fractional ... See full document
10
Research on generalized space time fractional convection diffusion equation
... multinomial fractional ordinary differential ...the equation solution. Using fractional derivative model, it will lead to a series of fractional differential equations in most ... See full document
5
Solving Fuzzy Fractional Differential Equation with Fuzzy Laplace Transform Involving Coshx
... Fractional calculus has been applied in modeling physical and chemical processes and in engineering [4,6,9]. We are reviewing the properties of derivatives and integrals of non- integer orders. Podlubnyandkilbas ... See full document
9
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