Titlebook: Mathematical Modelling, Applied Analysis and Computation; ICMMAAC 2018, Jaipur Jagdev Singh,Devendra Kumar,Sunil Dutt Purohit Conference pr

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Fractional Variational Iteration Method for Time Fractional Fourth-Order Diffusion-Wave Equation,our. By using FVIM we obtain a sequence converging rapidly to the exact solution of the fourth order fractional diffusion wave equation. Two test problem are presented to prove the merit of the proposed technique. Plotted graph shows that the numerical solution acquired by employed technique is simi

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,Analytical Approach to Fractional Navier–Stokes Equations by Iterative Laplace Transform Method,ial conditions. The arbitrary ordered derivatives are described in terms of Caputo. By utilizing only the initial conditions, the analytical expressions are derived in the closed form. The results achieved with the aid of the proposed technique are graphically presented.

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Biological Model of Dengue Spread with Non-Markovian Properties,ansmission is achieved from one person to another via a bite of female adult Aedes mosquitoes. The dynamic of spread does not really follow the Markovian process therefore does have memory effect, thus can well be described by using nonlocal differential operators with non-singular and non-local ker

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