AbstractThis article presents the Adomian decomposition series solution to the Cauchy problem for the wave equation, which is a much simpler solution than that given by the Poisson formula. Further, the method is made applicable to various types of boundary conditions
In this thesis, we discuss the derivation of the Adomian decomposition method and its implementation...
AbstractThis paper establishes the ascent method for solving abstract Cauchy problems that involve t...
Using spectral properties of the Laplace operator and some structural formula for rapidly decreasing...
AbstractThis article presents the Adomian decomposition series solution to the Cauchy problem for th...
AbstractIn the present paper, the inhomogeneous wave equation is solved quickly, easily, and elegant...
Abstract. We use the Adomian decomposition method to study a nonlinear wave equation. The decomposit...
AbstractThe Adomian decomposition method is considered in application to heat and wave equations. Th...
Abstract. We present the Adomian decomposition method for a nonlinear wave equation subject to the i...
AbstractRecent generalizations are discussed and results are presented for the theory and applicatio...
In this paper the Adomian's decomposition method is used to investigate nonlinear two dimensional wa...
In this paper, we consider two extended model equations for shallow water waves. We use Adomian’s de...
Waves are seen in many different applications, such as sound waves, electromagnetic waves, and ocean...
AbstractIn this article we discuss the analytic solution of the fully developed shock waves. The Ado...
AbstractSolution of semilinear wave equations by the decomposition method is demonstrated to have ad...
AbstractIn this paper, the solution of Cauchy problems for the advection-diffusion equation is obtai...
In this thesis, we discuss the derivation of the Adomian decomposition method and its implementation...
AbstractThis paper establishes the ascent method for solving abstract Cauchy problems that involve t...
Using spectral properties of the Laplace operator and some structural formula for rapidly decreasing...
AbstractThis article presents the Adomian decomposition series solution to the Cauchy problem for th...
AbstractIn the present paper, the inhomogeneous wave equation is solved quickly, easily, and elegant...
Abstract. We use the Adomian decomposition method to study a nonlinear wave equation. The decomposit...
AbstractThe Adomian decomposition method is considered in application to heat and wave equations. Th...
Abstract. We present the Adomian decomposition method for a nonlinear wave equation subject to the i...
AbstractRecent generalizations are discussed and results are presented for the theory and applicatio...
In this paper the Adomian's decomposition method is used to investigate nonlinear two dimensional wa...
In this paper, we consider two extended model equations for shallow water waves. We use Adomian’s de...
Waves are seen in many different applications, such as sound waves, electromagnetic waves, and ocean...
AbstractIn this article we discuss the analytic solution of the fully developed shock waves. The Ado...
AbstractSolution of semilinear wave equations by the decomposition method is demonstrated to have ad...
AbstractIn this paper, the solution of Cauchy problems for the advection-diffusion equation is obtai...
In this thesis, we discuss the derivation of the Adomian decomposition method and its implementation...
AbstractThis paper establishes the ascent method for solving abstract Cauchy problems that involve t...
Using spectral properties of the Laplace operator and some structural formula for rapidly decreasing...
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