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Computable extensions of generalized fractional kinetic equations in astrophysics
Fractional calculus and special functions have contributed a lot to mathematical physics and its various branches. The great use of mathematical physics in distinguished astrophysical problems hasExpand
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On the new computable solution of the generalized fractional kinetic equations involving the generalized function for the fractional calculus and related functions
In view of the usefulness and a great importance of the kinetic equation in certain astrophysical problems the authors develop a new and further generalized form of the fractional kinetic equationExpand
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On the Solutions of Integral Equations of Fredholm type with Special Functions
In the present paper, we study the various useful methods of solving the one-dimensional integral equation of Fredholm type. We first solve an integral equation involving the product of multivariableExpand
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Fractional radial diffusion equation analytical solution via Hankel and Sumudu transforms
In this work we derive the analytical solution for the following fractional radial diffusion equation, D 2α t v(r,t) +2aD α t v(r,t) = d ( ∂ 2 v(r,t)
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Solutions of Unified Fractional Schrödinger Equations
We obtain the solution of a unified fractional Schrodinger equation. The solution is derived by the application of the Laplace and Fourier transforms in closed form in terms of the Mittag-LefflerExpand
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Solution of the Time-Fractional Navier-Stokes Equation
In this paper we obtain the solution of a time-fractional Navier-Stokes equation. The solution is derived by the application of Laplace and nite Hankel transforms. The results are obtained in compactExpand
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Comparative Study of Core Stability Exercise with Swiss Ball in Improving Trunk Endurance
The purpose of this study was to compare the effects of 5 weeks of Swiss ball core stability exercises with conventional floor exercises in men. The experimental group (n10) performed curl-ups andExpand
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Analytical Solution for the Differential Equation Containing Generalized Fractional Derivative Operators and Mittag-Leffler-Type Function
We discuss and derive the analytical solution for the fractional partial differential equation with generalized Riemann-Liouville fractional operator 𝐷𝛼,𝛽0,𝑡 of order 𝛼 and 𝛽. Here, we deriveExpand
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Application Of Special Functions And SIRP In Wireless Communication Fading Statistics
2 Abstract- In the present paper, we obtain the distribution of quotient of two independent I-function random variables. We show that I-function and spherically- invariant random processes (SIRP) canExpand
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Fractional derivatives of the product of H-functions
In the present paper we apply certain operators of fractional calculus with a view of deriving families of bilateral expansions associated with H-function of several complex variables. The mainExpand