The statistical properties of the light disturbance (regarded as a super-position of monochromatic constituents covering a spectrum of frequencies) is described. It is shown that the state of partial polarisation of a poly-chromatic beam can be completely characterised by four Stokes spectral functions which are generalisations of the customary Stokes parameters and which express the state of partial polarisation as a function of frequency; an equivalent method of description is by a spectral coherency matrix. It is pointed out that the customary set of Stokes parameters (or the equivalent coherency matrix) used for characterising the optical state of a quasi-monochromatic beam is really inadequate for the purpose, since beams having the sa...
We describe the anomalous behavior of the spectral degree of coherence as a function of light freque...
We investigate an extension to the concept of degree of polarization that applies to arbitrary elect...
New expressions are derived that predict the change of spectral density, the spectral degree of cohe...
International audienceThe symmetry properties of the second order statistical characteristics of par...
In the study of polarization matrix methods have long been used. In Chapter I a detailed survey is g...
We present a unified treatment of temporal and spatial depolarization in a quasi-monochromatic elect...
We present an approach for describing the properties of a quasi-monochromatic, beam-like field that ...
A necessary and sufficient condition is derived for certain ad hoc expressions that are frequently u...
The degree of polarization is found for optical excitations of cosh-Gaussian, cos-Gaussian and annul...
An experimental study is carried out to investigate the effect of coherence and polarization on the ...
In this thesis, coherence and polarization properties of stochastic optical fields are investigated....
The classic theoretical techniques of polarization optics are the Jones calculus and the Stokes-Muel...
The classic theoretical techniques of polarization optics are the Jones calculus and the Stokes-Muel...
It is shown that the irradiance distribution produced throughout the space by a partially polarized ...
The irradiance and polarization characteristics of quasi-monochromatic partially coherent electromag...
We describe the anomalous behavior of the spectral degree of coherence as a function of light freque...
We investigate an extension to the concept of degree of polarization that applies to arbitrary elect...
New expressions are derived that predict the change of spectral density, the spectral degree of cohe...
International audienceThe symmetry properties of the second order statistical characteristics of par...
In the study of polarization matrix methods have long been used. In Chapter I a detailed survey is g...
We present a unified treatment of temporal and spatial depolarization in a quasi-monochromatic elect...
We present an approach for describing the properties of a quasi-monochromatic, beam-like field that ...
A necessary and sufficient condition is derived for certain ad hoc expressions that are frequently u...
The degree of polarization is found for optical excitations of cosh-Gaussian, cos-Gaussian and annul...
An experimental study is carried out to investigate the effect of coherence and polarization on the ...
In this thesis, coherence and polarization properties of stochastic optical fields are investigated....
The classic theoretical techniques of polarization optics are the Jones calculus and the Stokes-Muel...
The classic theoretical techniques of polarization optics are the Jones calculus and the Stokes-Muel...
It is shown that the irradiance distribution produced throughout the space by a partially polarized ...
The irradiance and polarization characteristics of quasi-monochromatic partially coherent electromag...
We describe the anomalous behavior of the spectral degree of coherence as a function of light freque...
We investigate an extension to the concept of degree of polarization that applies to arbitrary elect...
New expressions are derived that predict the change of spectral density, the spectral degree of cohe...