AbstractIn this paper, we apply a boundary-type quadrature technique to derive a type of boundary element scheme, which is used to solve the boundary-value problems of partial differential equations. Numerical examples for solving the exterior boundary-value problem of Helmholtz equation by using the spline approximation and the spline wavelet approximation are given
The boundary integral equation (BIE) method has been used more and more in the last 20 years for sol...
Helmholtz equation is a well known differential equation. Most boundary value problems involving th...
The numerical solution of the Helmholtz eigenvalue problem is considered. The application of the bou...
In this paper, we apply a boundary-type quadrature technique to derive a type of boundary element sc...
AbstractIn this paper, we apply a boundary-type quadrature technique to derive a type of boundary el...
The distinctive paper is devoted to theoretical foundations of boundary problems' numerical mechanic...
In this paper elementary boundary integral equations for the Helmholtz equation in the exterior doma...
This paper discusses the connection between boundary quadrature formulas constructed by using soluti...
We apply boundary element method for the solution of Helmholtz integral equation, and we compute val...
We study the numerical solution of Helmholtz equation with Dirichlet boundary condition. Based on th...
In this paper we consider a piecewise bilinear collocation method for the solution of a singular int...
The following two types of problems in differential equations are investigated:(i) Second and sixth-...
In this paper we describe and analyze some modified boundary element methods to solve exterior bound...
Building on the basic techniques of separation of variables and Fourier series, the book presents th...
This paper describes a general approach to compute the boundary integral equations that appear when ...
The boundary integral equation (BIE) method has been used more and more in the last 20 years for sol...
Helmholtz equation is a well known differential equation. Most boundary value problems involving th...
The numerical solution of the Helmholtz eigenvalue problem is considered. The application of the bou...
In this paper, we apply a boundary-type quadrature technique to derive a type of boundary element sc...
AbstractIn this paper, we apply a boundary-type quadrature technique to derive a type of boundary el...
The distinctive paper is devoted to theoretical foundations of boundary problems' numerical mechanic...
In this paper elementary boundary integral equations for the Helmholtz equation in the exterior doma...
This paper discusses the connection between boundary quadrature formulas constructed by using soluti...
We apply boundary element method for the solution of Helmholtz integral equation, and we compute val...
We study the numerical solution of Helmholtz equation with Dirichlet boundary condition. Based on th...
In this paper we consider a piecewise bilinear collocation method for the solution of a singular int...
The following two types of problems in differential equations are investigated:(i) Second and sixth-...
In this paper we describe and analyze some modified boundary element methods to solve exterior bound...
Building on the basic techniques of separation of variables and Fourier series, the book presents th...
This paper describes a general approach to compute the boundary integral equations that appear when ...
The boundary integral equation (BIE) method has been used more and more in the last 20 years for sol...
Helmholtz equation is a well known differential equation. Most boundary value problems involving th...
The numerical solution of the Helmholtz eigenvalue problem is considered. The application of the bou...
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