The first integral method for solving some conformable fractional differential equations
Analytic behavior of fractional differential equations are often seems confusing. Thus, finding
comprehensive methods for solving those sounds of high importance. In the present study …
comprehensive methods for solving those sounds of high importance. In the present study …
Resonant solitons to the nonlinear Schrödinger equation with different forms of nonlinearities
In this research the conformable time-fractional resonant nonlinear Schrödinger equation
with different forms of nonlinearities, including Kerr-law and parabolic-law has been studied …
with different forms of nonlinearities, including Kerr-law and parabolic-law has been studied …
Analytical study of exact traveling wave solutions for time-fractional nonlinear Schrödinger equations
The present paper deals with the time-fractional unstable nonlinear Schrödinger equation
and the time fractional modified unstable nonlinear Schrödinger equation in the conformable …
and the time fractional modified unstable nonlinear Schrödinger equation in the conformable …
[PDF][PDF] Analytical solutions for conformable fractional Bratu-type equations
Solving fractional differential equations have a prominent function in different science such
as physics and engineering. Therefore, are different definitions of the fractional derivative …
as physics and engineering. Therefore, are different definitions of the fractional derivative …
[PDF][PDF] Optimal homotopy asymptotic method for first-order conformable fractional differential equations
In this article, optimal homotopy asymptotic method is presented to solve linear and
nonlinear first-order conformable fractional differential equations that, is named conformable …
nonlinear first-order conformable fractional differential equations that, is named conformable …
[PDF][PDF] General solution of second order fractional differential equations
Fractional differential equations are often seeming perplexing to solve. Therefore, finding
comprehensive methods for solving them sounds of high importance. In this paper, a …
comprehensive methods for solving them sounds of high importance. In this paper, a …
[PDF][PDF] Lie Symmetry Analysis for the solution of first-order linear and nonlinear fractional differential equations
Obtaining analytical or numerical solution of fractional differential equations is one of the
troublesome and challenging issues among mathematicians and engineers, specifically in …
troublesome and challenging issues among mathematicians and engineers, specifically in …
Neumann method for solving conformable fractional Volterra integral equations
This paper deals with the solution of a class of Volterra integral equations in the sense of the
conformable fractional derivative. For this goal, the well-organized Neumann method is …
conformable fractional derivative. For this goal, the well-organized Neumann method is …
Mellin transform and conformable fractional operator: applications
A wide range of fractional differential equations in applied sciences can be solved by
integral transformations. In the present work, first some new theorems related to the Mellin …
integral transformations. In the present work, first some new theorems related to the Mellin …
[PDF][PDF] AN APPLICATION OF THE FIRST INTEGRAL METHOD FOR TIME M-FRACTIONAL DIFFERENTIAL EQUATIONS
M ILIE - Journal of Fractional Calculus and Applications, 2022 - jfca.journals.ekb.eg
Analytic behavior of fractional differential equations is often seeming perplexing, thus
determination comprehensive methods for solving them could mostly have a high …
determination comprehensive methods for solving them could mostly have a high …