Add to ORKGThe new approach of using of Green function method at the decision of edge tasks of Dirichlet and Neumann for Laplace equation is develope
The main aim of this work is to summarize the basic knowledge of method which is using Green's funct...
Laplace equation is a fundamental equation of applied mathematics. Important phenomena in engineerin...
summary:For fairly general open sets it is shown that we can express a solution of the Neumann probl...
A broad class of steady-state physical problems can be reduced to finding the harmonic functions tha...
Copyright © 2018 American Scientific Publishers All rights reserved.A broad class of steady-state ph...
In this paper.. the Green function of the (interior) Dirichlet problem for the Laplace (also Poisson...
In this study, the Green function of the (interior) Dirichlet problem for the Laplace (also Poisson)...
In this study, the Green function of the (interior) Dirichlet problem for the Laplace (also Poisson)...
Mikhlin's method for solving Laplace's equation in domains exterior to a number of closed contours i...
AbstractA new spectral method for solving linear and integrable nonlinear PDE's in two variables has...
Green's Functions and Linear Differential Equations: Theory, Applications, and Computation presents ...
AbstractWe study discrete Green's functions and their relationship with discrete Laplace equations. ...
The Green’s function is widely used in solving boundary value problems for differential equations, t...
AbstractMany questions in mathematical physics lead to a solution in terms of a harmonic function in...
The main aim of this work is to summarize the basic knowledge of method which is using Green's funct...
The main aim of this work is to summarize the basic knowledge of method which is using Green's funct...
Laplace equation is a fundamental equation of applied mathematics. Important phenomena in engineerin...
summary:For fairly general open sets it is shown that we can express a solution of the Neumann probl...
A broad class of steady-state physical problems can be reduced to finding the harmonic functions tha...
Copyright © 2018 American Scientific Publishers All rights reserved.A broad class of steady-state ph...
In this paper.. the Green function of the (interior) Dirichlet problem for the Laplace (also Poisson...
In this study, the Green function of the (interior) Dirichlet problem for the Laplace (also Poisson)...
In this study, the Green function of the (interior) Dirichlet problem for the Laplace (also Poisson)...
Mikhlin's method for solving Laplace's equation in domains exterior to a number of closed contours i...
AbstractA new spectral method for solving linear and integrable nonlinear PDE's in two variables has...
Green's Functions and Linear Differential Equations: Theory, Applications, and Computation presents ...
AbstractWe study discrete Green's functions and their relationship with discrete Laplace equations. ...
The Green’s function is widely used in solving boundary value problems for differential equations, t...
AbstractMany questions in mathematical physics lead to a solution in terms of a harmonic function in...
The main aim of this work is to summarize the basic knowledge of method which is using Green's funct...
The main aim of this work is to summarize the basic knowledge of method which is using Green's funct...
Laplace equation is a fundamental equation of applied mathematics. Important phenomena in engineerin...
summary:For fairly general open sets it is shown that we can express a solution of the Neumann probl...