[PDF] Top 20 Variational method to a fractional impulsive \((p,q)\) Laplacian coupled systems with partial sub \((p,q)\) linear growth
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Variational method to a fractional impulsive \((p,q)\) Laplacian coupled systems with partial sub \((p,q)\) linear growth
... of fractional impulsive coupled systems with (p, q)-Laplacian is obtained if the nonlinear term has sub-(p, q) linear growth, and by using an extension of Clark’s theorem, infinitely many ... See full document
14
Variational Iteration Method and Adomian Decomposition Method for Fourth Order Fractional Integro Differential Equations
... fourth-order linear and nonlinear fractional integro-differential equations , we have applied the methods to two different examples with known exact solution for the special case α = 4 ... See full document
8
Multiplicity results for impulsive fractional differential equations with p-Laplacian via variational methods
... years, variational methods and critical point theory have already been applied successfully to investigate the existence of solutions for nonlinear fractional boundary value problems ...corresponding ... See full document
15
Application of He’s Variational Iteration Method for the Analytical Solution of Space Fractional Diffusion Equation
... the fractional diffusion Equations (1) and ...iteration method (VIM) established in (1999) by He in [19-22] is thoroughly used by many researchers to handle linear and nonlinear ...the method ... See full document
5
A New Modification of the Reconstruction of Variational Iteration Method for Solving Multi-order Fractional Differential Equations
... of variational iteration method to solve multi-order fractional differential ...the method is based on converting a given problem into a system of FDEs and then solving the resultant system by ... See full document
8
An Efficient Technique for Solving Linear and Nonlinear Wave Equation within Local Fractional Operators
... transform method (RDTM) to obtain approximate solutions for linear and nonlinear wave equations within local fractional differential oper- ...local fractional sense. The efficiency of the ... See full document
11
Infinitely many solutions for impulsive fractional boundary value problem with p-Laplacian
... nonlinear fractional differential equations have been studied extensively by using the theory of coincidence degree, some fixed point theorems, upper-lower solution method, monotone iterative method, ... See full document
16
Approximate Analytical Study of Fingero-Imbibition phenomena of time-fractional type in double phase flow through porous media
... Decomposition Method (ADM) [2, 19, 20], Variational Iteration Method (VIM) [11, 20], Homotopy Perturbation Method (HPM) [9], and EXP-function Method [24] see also [12– 14, ...Analysis ... See full document
20
Solving time-fractional chemical engineering equations by modified variational iteration method as fixed point iteration method
... The method was first initiated by [9], and it was successfully used by various researchers to investigate the linear andnonlinear problems [9, ...the variational iterationmethod to the modified ... See full document
11
An exact method for a discrete multiobjective linear fractional optimization
... Starting with an optimal solution of an LFP problem, the domain of feasible integer solutions is partitioned into subdomains using the principle of branching to the search for integer solutions. As soon as an integer ... See full document
13
Variational iteration method for fractional calculus a universal approach by Laplace transform
... the variational iteration method (VIM) is proposed by means of the Laplace ...the method is successfully extended to fractional differential ...Several linear fractional ... See full document
9
Approximate Technique for Solving Class of Fractional Variational Problems
... non-linear fractional differential equations ...a linear combination of some basis functions, called the trial functions, such as orthogonal ...collocation method to discretize FDEs to get ... See full document
10
Philos-type oscillation criteria for second-order linear impulsive differential equation with damping
... for impulsive boundary-value ...for impulsive differential equations. Liu got a new method for converting boundary-value problems of impulsive fractional differential equations to ... See full document
16
Existence of solutions for impulsive fractional boundary value problems via variational method
... the BVP (.) is not variational and it is unable to dealt with (.) directly as in [–] by constructing some functional ϕ such that its critical point is exactly the solution to BVP (.). To overcome the ... See full document
20
Variational approach to a class of impulsive differential equations
... of impulsive differential equations has been emerging as an important area of investigation in recent years ...the variational ap- proach to an impulsive differential equation; therefore, there was no ... See full document
10
Mahgoub Transform Method for Solving Linear Fractional Differential Equations
... Transform Method has been introduced for solving linear Fractional Differential Equations (FDEs) with constant ...The fractional derivatives are described in the Caputo ...this method ... See full document
5
SIMULATIONS OF FLUID INTERFACES USING CONSERVATIVE FRONTTRACKING METHOD FOR 2D EULER SYSTEM
... amplitude growth rates with the nonlinear theory, nonlinear theory by Zhang and Sohn (Zhang ...Richtmyer's impulsive model for air- SF 6 ...two growth rates curves, ours and Zhang and Sohn's in ... See full document
6
Applications of He’s Variational Principle method and the Kudryashov method to nonlinear time-fractional differential equations
... time- fractional Klein-Gordon equation, and the time-fractional Hirota- Satsuma coupled KdV ...semi-inverse method to establish a variational the- ory for the time-fractional ... See full document
11
A New Approach To Solve Fuzzy Fractional Assignment Problem By Using Taylor’s Series Method
... a method of solving the fuzzy fractional assignment problems, where the cost of the objective function is expressed as triangular fuzzy number, is ...proposed method, the linear programming of ... See full document
9
Solving multi-order fractional differential equations by reproducing kernel Hilbert space method
... The rest of paper is organized as follows. In Section 2, we present some important definitions and preparations used in this paper. In Section 3, we construct and de- velop algorithms for solving nonlinear ... See full document
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