AbstractA linear hyperbolic partial differential equation has been approximated by an implicit finite difference scheme. The difference equations are represented by matrices and an analysis of the numerical solution has been performed to investigate how errors in boundary conditions may affect the solution
The first chapter of the thesis is concerned with the construction of finite difference approximatio...
In this paper we study boundary conditions for linear hyperbolic systems of equations and the corres...
In this paper we study boundary conditions for linear hyperbolic systems of equations and the corres...
AbstractA linear hyperbolic partial differential equation has been approximated by an implicit finit...
Temporal, or “strict, ” stability of approximation to PDEs is much more difficult to achieve than th...
The stable difference schemes for the approximate solution of the nonlocal boundary value problem fo...
The paper deal with classical solutions of initial boundary value problems for infinite systems of n...
nd/or cial r It has been previously shown that the temporal integration of hyperbolic partial differ...
In this chapter we discuss the finite difference methods for linear partial differential equa-tions....
Many fields of physics and technology use hyperbolic partial differential equations pde with initial...
AbstractAn implicit three-level difference scheme of O(k2 + h2) is discussed for the numerical solut...
A numerical method is proposed for solving hyperbolic-parabolic partial differential equations with ...
A comparison of boundary approximations used in numerical solution of one-dimensional hyperbolic sys...
Implicit noniterative finite-difference schemes have recently been developed by several authors for ...
In this paper, we consider a finite difference method for a class of twodimensional parabolic equati...
The first chapter of the thesis is concerned with the construction of finite difference approximatio...
In this paper we study boundary conditions for linear hyperbolic systems of equations and the corres...
In this paper we study boundary conditions for linear hyperbolic systems of equations and the corres...
AbstractA linear hyperbolic partial differential equation has been approximated by an implicit finit...
Temporal, or “strict, ” stability of approximation to PDEs is much more difficult to achieve than th...
The stable difference schemes for the approximate solution of the nonlocal boundary value problem fo...
The paper deal with classical solutions of initial boundary value problems for infinite systems of n...
nd/or cial r It has been previously shown that the temporal integration of hyperbolic partial differ...
In this chapter we discuss the finite difference methods for linear partial differential equa-tions....
Many fields of physics and technology use hyperbolic partial differential equations pde with initial...
AbstractAn implicit three-level difference scheme of O(k2 + h2) is discussed for the numerical solut...
A numerical method is proposed for solving hyperbolic-parabolic partial differential equations with ...
A comparison of boundary approximations used in numerical solution of one-dimensional hyperbolic sys...
Implicit noniterative finite-difference schemes have recently been developed by several authors for ...
In this paper, we consider a finite difference method for a class of twodimensional parabolic equati...
The first chapter of the thesis is concerned with the construction of finite difference approximatio...
In this paper we study boundary conditions for linear hyperbolic systems of equations and the corres...
In this paper we study boundary conditions for linear hyperbolic systems of equations and the corres...
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