DOIAbstract
AbstractExplicit solutions are calculated by the decomposition method for Burger's equation for comparison with other existing procedures such as similarity reduction, etc
AbstractExplicit solutions are calculated by the decomposition method for Burger's equation for comparison with other existing procedures such as similarity reduction, etc
AbstractSolutions of nonlinear partial differential equations are found using an extended Maclaurin ...
A transformation is introduced and applied to solve Burgers-type equations, such as Burgers equation...
In the recent research , the numerical solution of Nonlinear Burger’s equation and coupled Burger’s ...
AbstractExplicit solutions are calculated by the decomposition method for Burger's equation for comp...
Burgers Equation has been widely studied because of its application in various physical phenomena as...
AbstractA new technique for solving partial differential equations has been developed and tested. Th...
In this paper, based on the idea of the homogeneous balance method, the special truncated expansion ...
The development of Burger equation through the transform function is studied and we prove the existe...
This is a chapter on numerical solutions of the Burgers equation given by Ut + eUUx - ? Uxx = 0, a =...
AbstractWe present a further development of the decomposition method [1,2], which leads to a single ...
In this work, the Sumudu decomposition method (SDM) is utilized to obtain the approximate solution o...
In this paper, the Laplace decomposition method (LDM) is proposed to solve the two-dimensional nonli...
AbstractThe decomposition method has been applied to nonlinear differential equations which have a l...
AbstractThe author's decomposition method [1] provides a new, efficient computational procedure for ...
Exact solutions for nonlinear Burgers' equation by homotopy perturbation metho
AbstractSolutions of nonlinear partial differential equations are found using an extended Maclaurin ...
A transformation is introduced and applied to solve Burgers-type equations, such as Burgers equation...
In the recent research , the numerical solution of Nonlinear Burger’s equation and coupled Burger’s ...
AbstractExplicit solutions are calculated by the decomposition method for Burger's equation for comp...
Burgers Equation has been widely studied because of its application in various physical phenomena as...
AbstractA new technique for solving partial differential equations has been developed and tested. Th...
In this paper, based on the idea of the homogeneous balance method, the special truncated expansion ...
The development of Burger equation through the transform function is studied and we prove the existe...
This is a chapter on numerical solutions of the Burgers equation given by Ut + eUUx - ? Uxx = 0, a =...
AbstractWe present a further development of the decomposition method [1,2], which leads to a single ...
In this work, the Sumudu decomposition method (SDM) is utilized to obtain the approximate solution o...
In this paper, the Laplace decomposition method (LDM) is proposed to solve the two-dimensional nonli...
AbstractThe decomposition method has been applied to nonlinear differential equations which have a l...
AbstractThe author's decomposition method [1] provides a new, efficient computational procedure for ...
Exact solutions for nonlinear Burgers' equation by homotopy perturbation metho
AbstractSolutions of nonlinear partial differential equations are found using an extended Maclaurin ...
A transformation is introduced and applied to solve Burgers-type equations, such as Burgers equation...
In the recent research , the numerical solution of Nonlinear Burger’s equation and coupled Burger’s ...
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