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Computable extensions of generalized fractional kinetic equations in astrophysics
- V. Chaurasia, S. C. Pandey
- Physics
- 2010
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 has… Expand
On the new computable solution of the generalized fractional kinetic equations involving the generalized function for the fractional calculus and related functions
- V. Chaurasia, S. C. Pandey
- Physics
- 27 August 2008
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 equation… Expand
On the Solutions of Integral Equations of Fredholm type with Special Functions
- V. Chaurasia, D. Kumar
- Mathematics
- 1 February 2012
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 multivariable… Expand
Fractional radial diffusion equation analytical solution via Hankel and Sumudu transforms
- V. Chaurasia, R. S. Dubey, F. Belgacem
- Mathematics
- 25 May 2012
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)
- 20
Solutions of Unified Fractional Schrödinger Equations
- V. Chaurasia, D. Kumar
- Medicine
- 2012
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-Leffler… Expand
Solution of the Time-Fractional Navier-Stokes Equation
- V. Chaurasia, D. Kumar
- Mathematics
- 2011
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 compact… Expand
- 7
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Comparative Study of Core Stability Exercise with Swiss Ball in Improving Trunk Endurance
- G. Shankar, V. Chaurasia
- Engineering
- 2012
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 (n10) performed curl-ups and… Expand
- 10
Analytical Solution for the Differential Equation Containing Generalized Fractional Derivative Operators and Mittag-Leffler-Type Function
- V. Chaurasia, R. S. Dubey
- Mathematics
- 5 July 2011
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 derive… Expand
Application Of Special Functions And SIRP In Wireless Communication Fading Statistics
- V. Chaurasia, D. Kumar
- Mathematics
- 23 September 2010
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) can… Expand
- 3
- PDF
Fractional derivatives of the product of H-functions
- Yudhveer Singh, V. Chaurasia
- Mathematics
- 2013
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 main… Expand