We consider propagation of waves in a disordered medium, extending the treatment of quasi one-dimensional systems, due to Dorokhov and to Mello et al to include absorption. In particular, we obtain within this approach the probability distribution of the reflection matrix for a semi-infinite system, as a function of the ratio of the mean free paths for absorption and scattering. © 1996 IOP Publishing Ltd
In this thesis we develop a mathematical model that describes the propagation of waves through aniso...
Diagrammatic multiple scattering theory is applied to the case of an infinite homogeneous plate in f...
We formally deduce closed-form expressions for the transmitted effective wavenumber of a material co...
We consider propagation of waves in a disordered medium, extending the treatment of quasi one-dimens...
We study the statistics of reflection and transmission coefficients across a one-dimensional disorde...
Scattering on a resonance state coupled to a complicated background is a typical problem for mesosco...
We employ the numerically exact superposition T-matrix method to perform extensive computations of e...
Passive quasi-one-dimensional random media are known to exhibit one of the three regimes of transpor...
Light-wave propagation in a randomly scattering but uniformly and coherently amplifying optical medi...
URL: http://www-spht.cea.fr/articles/s01/058 CargèseWe review the random matrix theory describing el...
We present a detailed, microscopic transport theory for light in strongly scattering disordered syst...
Multiple scattering from a periodic distribution of obstacles is well understood and in the low freq...
Restricted Access.Light-wave propagation in a randomly scattering but uniformly and coherently ampli...
Thesis (Ph. D.)--University of Rochester. College of Engineering and Applied Science. Institute of O...
We theoretically and numerically investigate the capabilityof disordered media to enhance the optica...
In this thesis we develop a mathematical model that describes the propagation of waves through aniso...
Diagrammatic multiple scattering theory is applied to the case of an infinite homogeneous plate in f...
We formally deduce closed-form expressions for the transmitted effective wavenumber of a material co...
We consider propagation of waves in a disordered medium, extending the treatment of quasi one-dimens...
We study the statistics of reflection and transmission coefficients across a one-dimensional disorde...
Scattering on a resonance state coupled to a complicated background is a typical problem for mesosco...
We employ the numerically exact superposition T-matrix method to perform extensive computations of e...
Passive quasi-one-dimensional random media are known to exhibit one of the three regimes of transpor...
Light-wave propagation in a randomly scattering but uniformly and coherently amplifying optical medi...
URL: http://www-spht.cea.fr/articles/s01/058 CargèseWe review the random matrix theory describing el...
We present a detailed, microscopic transport theory for light in strongly scattering disordered syst...
Multiple scattering from a periodic distribution of obstacles is well understood and in the low freq...
Restricted Access.Light-wave propagation in a randomly scattering but uniformly and coherently ampli...
Thesis (Ph. D.)--University of Rochester. College of Engineering and Applied Science. Institute of O...
We theoretically and numerically investigate the capabilityof disordered media to enhance the optica...
In this thesis we develop a mathematical model that describes the propagation of waves through aniso...
Diagrammatic multiple scattering theory is applied to the case of an infinite homogeneous plate in f...
We formally deduce closed-form expressions for the transmitted effective wavenumber of a material co...