Add to ORKGincreasing popularity of the integral equation method among dif-ferent engineering fields, research on various Green’s functions is increasing. The half-space Green’s function alone has been ap-plied in materials scienc
In a recent paper (Raiche 1974), an integral equation method was used to derive expressions for the ...
Since it covers recent applications of Fractional Calculus, Wavelets and Neutrices it will be attrac...
The Green’s function is widely used in solving boundary value problems for differential equations, t...
1. Introduction to Green's functions in electromagnetics Consider the task of solving an inhomo...
In this book mathematical techniques for integral transforms are described in detail but concisely. ...
The purpose of this issue is to highlight the achievements in the development of Green's functions (...
A fundamental solution (or Green’s function) is a singular solution of a governing partial different...
Presents a series of analytic and numerical methods of solution constructed for important problems a...
The novel Green element method (GEM), which applies the singular boundary integral theory (a Fredhol...
Integral equations are functional equations in which an unknown function appears under an integral s...
Linear and nonlinear integral equations of the first and second kinds have many applications in engi...
A text on advanced mathematical methods with numerous applications, detailed derivations and solutio...
1 Green’s functions as used outside of many body physics Green’s functions come in many disguises an...
Recently, there has been renewed interest on solving integral equations due to the advent of various...
This book is an outgrowth of the sixth international conference on integral methods in science and e...
In a recent paper (Raiche 1974), an integral equation method was used to derive expressions for the ...
Since it covers recent applications of Fractional Calculus, Wavelets and Neutrices it will be attrac...
The Green’s function is widely used in solving boundary value problems for differential equations, t...
1. Introduction to Green's functions in electromagnetics Consider the task of solving an inhomo...
In this book mathematical techniques for integral transforms are described in detail but concisely. ...
The purpose of this issue is to highlight the achievements in the development of Green's functions (...
A fundamental solution (or Green’s function) is a singular solution of a governing partial different...
Presents a series of analytic and numerical methods of solution constructed for important problems a...
The novel Green element method (GEM), which applies the singular boundary integral theory (a Fredhol...
Integral equations are functional equations in which an unknown function appears under an integral s...
Linear and nonlinear integral equations of the first and second kinds have many applications in engi...
A text on advanced mathematical methods with numerous applications, detailed derivations and solutio...
1 Green’s functions as used outside of many body physics Green’s functions come in many disguises an...
Recently, there has been renewed interest on solving integral equations due to the advent of various...
This book is an outgrowth of the sixth international conference on integral methods in science and e...
In a recent paper (Raiche 1974), an integral equation method was used to derive expressions for the ...
Since it covers recent applications of Fractional Calculus, Wavelets and Neutrices it will be attrac...
The Green’s function is widely used in solving boundary value problems for differential equations, t...