Add to ORKGThe Wiener-Hopf technique in its generalized form has been applied effectively in electromagnetic wave scattering problem for angular regions (wedge problems). In this work, we illustrate the extension of the Wiener-Hopf (WH) technique in angular regions for structure immersed in arbitrary linear media. This technique can be also extended to geometries containing angular regions and/or stratified planar regions
This paper deals with the problem of evaluating the electromagnetic field of a perfect electrical co...
In this work, in order to accurately predict diffraction phenomena in propagation problems, we intro...
Studying the contribution of geometrical optics in arbitrary linear stratified planar structures is ...
In this work, we introduce a general method to deduce spectral functional equations in elasticity an...
This paper presents the formulation of the electromagnetic problem constituted of coupled angular an...
The book has a dual purpose. The first is to expose a general methodology to solve problems of elect...
This paper presents our recent efforts in developing an effective technique based on Generalized Wie...
In this work we present a new methodology to study complex canonical electromagnetic scattering prob...
In this work, we present a novel and general mathematical technique to get Generalized Wiener-Hopf E...
In the last five years this author developed a general theory based on the Wiener-Hopf technique for...
The diffraction of an incident plane wave by an isotropic penetrable wedge is studied using generali...
This paper analyses the problem of coupling multiple angular regions in spectral domain by using the...
A new Wiener–Hopf approach for the solution of impenetrable wedges at skew incidence is presented. M...
A function-theoretic method, The Wiener-Hopf technique has found applications in a variety of fields...
The Generalized Wiener-Hopf technique and the associated Fredholm factorization method constitute po...
This paper deals with the problem of evaluating the electromagnetic field of a perfect electrical co...
In this work, in order to accurately predict diffraction phenomena in propagation problems, we intro...
Studying the contribution of geometrical optics in arbitrary linear stratified planar structures is ...
In this work, we introduce a general method to deduce spectral functional equations in elasticity an...
This paper presents the formulation of the electromagnetic problem constituted of coupled angular an...
The book has a dual purpose. The first is to expose a general methodology to solve problems of elect...
This paper presents our recent efforts in developing an effective technique based on Generalized Wie...
In this work we present a new methodology to study complex canonical electromagnetic scattering prob...
In this work, we present a novel and general mathematical technique to get Generalized Wiener-Hopf E...
In the last five years this author developed a general theory based on the Wiener-Hopf technique for...
The diffraction of an incident plane wave by an isotropic penetrable wedge is studied using generali...
This paper analyses the problem of coupling multiple angular regions in spectral domain by using the...
A new Wiener–Hopf approach for the solution of impenetrable wedges at skew incidence is presented. M...
A function-theoretic method, The Wiener-Hopf technique has found applications in a variety of fields...
The Generalized Wiener-Hopf technique and the associated Fredholm factorization method constitute po...
This paper deals with the problem of evaluating the electromagnetic field of a perfect electrical co...
In this work, in order to accurately predict diffraction phenomena in propagation problems, we intro...
Studying the contribution of geometrical optics in arbitrary linear stratified planar structures is ...