This paper deals with approximate solutions to integral equations arising in boundary value problems for the biharmonic equation in simply connected piecewise smooth domains. The approximation method considered demonstrates excellent convergence even in the case of boundary conditions discontinuous at corner points. In an application we obtain very accurate approximations for some characteristics of two-dimensional Stokes flow in non-smooth domains
Biharmonic equations have many applications, especially in fluid and solid mechanics, but is difficu...
An improved boundary element formulation (BEM) for two‐dimensional non‐homogeneous biharmonic analys...
the Neumann problem for the Stokes systems is studied by the boundary integral equation method. The ...
This paper deals with approximate solutions to integral equations arising in boundary value problems...
. In this paper we study boundary integral formulations of the interior and exterior Dirichlet probl...
<p>An algorithm for self-regularization of Fredholm integral equations of first kind<br />boundary v...
In this paper we study boundary integral formulations of the interior and exterior Dirichlet problem...
The paper studies boundary integral operators of the bi-Laplacian on piecewise smooth curves with co...
Abstract: A boundary element method is proposed for solving an inhomogeneous biharmonic equation wit...
AbstractWe consider numerical methods of the four scalar integral equation formulas for the biharmon...
In this paper we study boundary integral formulations of the interior and exterior Dirichlet problem...
Development of techniques to provide rapid and accurate evaluation of the integrations required in b...
In the present paper we study some properties of solutions of biharmonic problems. Namely, we study ...
This paper is concerned with weak solution of a mixed boundary value problem for the biharmonic equa...
Biharmonic equations have many applications, especially in fluid and solid mechanics, but is difficu...
Biharmonic equations have many applications, especially in fluid and solid mechanics, but is difficu...
An improved boundary element formulation (BEM) for two‐dimensional non‐homogeneous biharmonic analys...
the Neumann problem for the Stokes systems is studied by the boundary integral equation method. The ...
This paper deals with approximate solutions to integral equations arising in boundary value problems...
. In this paper we study boundary integral formulations of the interior and exterior Dirichlet probl...
<p>An algorithm for self-regularization of Fredholm integral equations of first kind<br />boundary v...
In this paper we study boundary integral formulations of the interior and exterior Dirichlet problem...
The paper studies boundary integral operators of the bi-Laplacian on piecewise smooth curves with co...
Abstract: A boundary element method is proposed for solving an inhomogeneous biharmonic equation wit...
AbstractWe consider numerical methods of the four scalar integral equation formulas for the biharmon...
In this paper we study boundary integral formulations of the interior and exterior Dirichlet problem...
Development of techniques to provide rapid and accurate evaluation of the integrations required in b...
In the present paper we study some properties of solutions of biharmonic problems. Namely, we study ...
This paper is concerned with weak solution of a mixed boundary value problem for the biharmonic equa...
Biharmonic equations have many applications, especially in fluid and solid mechanics, but is difficu...
Biharmonic equations have many applications, especially in fluid and solid mechanics, but is difficu...
An improved boundary element formulation (BEM) for two‐dimensional non‐homogeneous biharmonic analys...
the Neumann problem for the Stokes systems is studied by the boundary integral equation method. The ...