... The performance of this algorithm is considerably increased due to a special order of computation of auxiliary $W$-integrals using recurrent formulas to express one integral in terms of another integral. ...
... Application of the boundary integral equation method to numerical solution of Dirichlet's boundary value problem in the ... This problem is put in correspondence with a system of boundary integral equations used in the potential theory. ...
... яЁѓ . "A family of quadrature formulas for solving boundary integral equations" . ... The results obtained are used to solve the boundary integral equations of harmonic potential theory in domains with corner ...
... Arushanyan I.O. The boundary integral equation of the potential theory in the case of the inner Dirichlet problem for the Laplace operator and the system of boundary integral equations of the Dirichlet boundary value problem for the two-dimensional theory ...
... The application of the boundary integral equation method to numerical solution of Dirichlet's problem in domains with corner ... I.O. Arushanian . Dirichlet's problem in a domain with corner points is reduced to a boundary integral equation. ...
... Application of the quadrature method for solving boundary integral equations of plane elasticity theory on polygons" . ... method for the numerical solution of a class of boundary integral equations in the plane theory of elasticity on curves forming ...
... The solution of two-dimensional Fredholm integral equations of the first kind with multiprocessor systems" . ... Some aspects of solving two-dimensional nonlinear integral Fredholm equations of the first kind with multiprocessor systems are ...