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
AbstractWe study certain boundary value problems for the one-dimensional wave equation posed in a ti...
A variety of numerical methods are applied to solving the wave equations u_tt = u_xx and u_tt = u_xx...
We introduce a notion of solution to the wave equation on a suitable class of time-dependent domains...
AbstractThis article presents the Adomian decomposition series solution to the Cauchy problem for th...
AbstractSolution of semilinear wave equations by the decomposition method is demonstrated to have ad...
AbstractThe Adomian decomposition method is considered in application to heat and wave equations. Th...
Abstract. We use the Adomian decomposition method to study a nonlinear wave equation. The decomposit...
Objective: In this paper we focus our study on wave equations. Westudying the solution of wave funct...
Abstract. We present the Adomian decomposition method for a nonlinear wave equation subject to the i...
AbstractIn the present paper, the inhomogeneous wave equation is solved quickly, easily, and elegant...
AbstractIn this article we discuss the analytic solution of the fully developed shock waves. The Ado...
In this article we propose a new formulation of boundary-value problem for a one-dimensional wave eq...
AbstractThe decomposition method is applied to nonlinear dissipative wave equations
Sevgi, Levent (Dogus Author)One- and two-dimensional discrete solutions of Poisson, Laplace, and wav...
In the time dependent situations, the partial differential equations the most closely associated wi...
AbstractWe study certain boundary value problems for the one-dimensional wave equation posed in a ti...
A variety of numerical methods are applied to solving the wave equations u_tt = u_xx and u_tt = u_xx...
We introduce a notion of solution to the wave equation on a suitable class of time-dependent domains...
AbstractThis article presents the Adomian decomposition series solution to the Cauchy problem for th...
AbstractSolution of semilinear wave equations by the decomposition method is demonstrated to have ad...
AbstractThe Adomian decomposition method is considered in application to heat and wave equations. Th...
Abstract. We use the Adomian decomposition method to study a nonlinear wave equation. The decomposit...
Objective: In this paper we focus our study on wave equations. Westudying the solution of wave funct...
Abstract. We present the Adomian decomposition method for a nonlinear wave equation subject to the i...
AbstractIn the present paper, the inhomogeneous wave equation is solved quickly, easily, and elegant...
AbstractIn this article we discuss the analytic solution of the fully developed shock waves. The Ado...
In this article we propose a new formulation of boundary-value problem for a one-dimensional wave eq...
AbstractThe decomposition method is applied to nonlinear dissipative wave equations
Sevgi, Levent (Dogus Author)One- and two-dimensional discrete solutions of Poisson, Laplace, and wav...
In the time dependent situations, the partial differential equations the most closely associated wi...
AbstractWe study certain boundary value problems for the one-dimensional wave equation posed in a ti...
A variety of numerical methods are applied to solving the wave equations u_tt = u_xx and u_tt = u_xx...
We introduce a notion of solution to the wave equation on a suitable class of time-dependent domains...
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