@Article{Biazar2007, author="J. Biazar, H. Ghazvini", title="Hes variational iteration method for solving linear and non-linear systems of ordinary differential equations", journal="Appl. Math. Comput.", year="2007", pages="287–297. ", volume="191" } @Article{Dhunde2014, author="R. R. Dhunde, G. L. Waghmare", title="On Some Convergence Theorems of Double Laplace Transform", journal="J. Inform. Math. Sci.", year="2014", pages="45–54.", volume="6" } @Article{Elzaki 2014, author="T. M. Elzaki ", title="Application of Projected Differential Transform Method on Nonlinear Partial Differential Equations with Proportional Delay in One Variable", journal="World Appl. Sci. J.", year="2014", pages=" 345–349. ", volume="30" } @Article{Elzaki 2012, author="T. M. Elzaki ", title="Double Laplace Variational Iteration Method for Solution of Nonlinear Convolution Partial Differential Equations", journal=" Arch. Sci.", year="2012", pages=" 588–593.", volume="65" } @Article{Elzaki2013, author="T. M. Elzaki, J. Biazar", title="Homotopy Perturbation Method and Elzaki Transform for Solving System of Nonlinear Partial Differential Equations", journal=" World Appl. Sci. J.", year="2013", pages=" 944–948. ", volume="24" } @Article{Elzaki2012, author=" T. M. Elzaki, S. M. Elzaki, E. A. Elnour", title="On the New Integral Transform Elzaki Transform Fundamental Properties Investigations and Applications", journal=" Global J. Math. Sci.", year="2012", pages=" 1–13.", volume="4" } @Article{Elzaki2012, author="T. M. Elzaki, E. M. A. Hilal", title="Solution of Telegraph Equation by Modified of Double Sumudu Transform Elzaki Transform", journal="Math. Theory Model.", year="2012", pages="95–103. ", volume="2" } @Article{He1997, author="J.-H. He", title="Variational iteration method for delay differential equations", journal="Commun. Nonlinear Sci. Numer. Simul.", year="1997", pages="235–236.", volume="2" } @Article{He1999, author="J.-H. He", title="Variational iteration method a kind of non-linear analytical technique: some examples", journal=" Int. J. Non-linear Mech.", year="1999", pages=" 699–708.", volume="34" } @Article{He2007, author=" J.-H. He, X.-H. Wu", title=" Variational iteration method: new development and applications", journal="Comput. Math. Appl.", year="2007", pages="881–894.", volume="54" } @Article{Hemeda2013, author="A. A. Hemeda", title="New iterative method: an application for solving fractional physical differential equations", journal=" Abstr. Appl. Anal.", year="2013", pages="9 pages. ", volume="2013" } @Article{Hesameddini2009, author=" E. Hesameddini, H. Latifizadeh", title="Reconstruction of variational iteration algorithms using the Laplace transform", journal="Int. J. Nonlinear Sci. Num. Simul.", year="2009", pages="1377–1382.", volume="10" } @Article{Khuri2012, author="S. A. Khuri, A. Sayfy", title=" A Laplace variational iteration strategy for the solution of differential equations", journal="Appl. Math. Lett.", year="2012", pages="2298–2305.", volume="25" } @Article{Saad 2018, author="K. M. Saad ", title="Comparing the Caputo, Caputo-Fabrizio and Atangana-Baleanu derivative with fractional order: Fractional cubic isothermal auto-catalytic chemical system", journal="Eur. Phys. J. Plus", year="2018", pages="94 pages. ", volume="133" } @Article{Saad2017, author=" K. M. Saad, E. H. Al-Shareef, M. S. Mohamed, X. J. Yang", title="Optimal q-homotopy analysis method for time-space fractional gas dynamics equation", journal="Eur. Phys. J. Plus", year="2017", pages="23 pages.", volume="132" } @Article{Saad2017, author="K. M. Saad, E. H. F. Al-Sharif", title="Analytical study for time and time-space fractional Burgers’ equation", journal="Adv. Differ. Equ.", year="2017", pages="300 pages.", volume="2017" } @Article{Saad2016, author=" K. M. Saad, A. A. AL-Shomrani", title="An application of homotopy analysis transform method for Riccati differential equation of fractional order", journal="J. Fract. Calc. Appl.", year="2016", pages=" 61–72.", volume="7" } @Article{Saad2018, author="K. M. Saad, D. Baleanu, A. Atangana", title="New fractional derivatives applied to the Kortewegde Vries and Kortewegde VriesBurgers equations", journal=" Comp. Appl. Math.", year="2018", pages="14 pages. ", volume="2018" } @Article{Wu2013, author=" G.-C. Wu", title="Challenge in the variational iteration method-a new approach to identification of the Lagrange mutipliers", journal="J. King Saud Univ. Sci.", year="2013", pages="175–178.", volume="25" } @Article{Wu 2012, author="G.-C. Wu ", title="Laplace transform Overcoming Principle Drawbacks in Application of the Variational Iteration Method to Fractional Heat Equations", journal=" Therm. Sci.", year="2012", pages="1257–1261. ", volume="16" } @Article{Wu 2012, author="G.-C. Wu ", title="Variational iteration method for solving the time-fractional diffusion equations in porous medium", journal=" Chin. Phys. B", year="2012", pages="120504.", volume="21" } @Article{Wu2013, author="G.-C. Wu, D. Baleanu ", title="Variational iteration method for fractional calculus–a universal approach by Laplace transform", journal="Adv. Differ. Equ.", year="2013", pages="18–27. ", volume="2013" } @Article{Wu2012, author=" G.-C. Wu, D. Baleanu", title=" Variational iteration method for the Burgers’ flow with fractional derivatives–New Lagrange multipliers", journal=" Appl. Math. Model.", year="2012", pages="6183–6190.", volume="37" }