We extend the concept of the degree of paraxiality, introduced recently for monochromatic fields, to the domain of stochastic fields. As an example we analytically evaluate the degree of paraxiality for a broad class of model stochastic fields, the Gaussian Schell-model fields, without and with truncation and twist phase. The dependence of the degree of paraxiality on the size and the state of coherence of the source as well as on the truncation parameter and the magnitude of twist phase is analyzed by a number of numerical examples
A linear algebraic theory of partial coherence is presented that allows precise mathematical definit...
We introduce a taxonomy for partially coherent optical fields spanning multiple degrees of freedom (...
In the general theory of optical coherence, the following problem discussed in the present paper, ar...
A linearly polarized optical field can be obtained by filtering a stochastic field through an ideal ...
International audienceIn this paper the white-noise paraxial wave model is considered. This model de...
It is shown that for paraxially propagating beams of any state of coherence, the width changes along...
foc the the lso 1 2 1 2 D. G. Fischer and T. D. Visser Vol. 21, No. 11 /November 2004 /J. Opt. Soc. ...
The paraxial propagation of partially coherent beams with the Hermite-Gauss modes is investigated. A...
We establish classically the probability distribution (P-distribution) for the complex amplitudes of...
Partially coherent pseudo-Schell model sources are introduced and analyzed. They present radial symm...
Bernoulli, 21(3), 1719-1759, 2015International audienceIn this paper we study modulus of continuity ...
International audienceWe study pathwise invariances and degeneracies of random fields with motivatin...
The propagation of flat-topped beam passing through a paraxial optical ABCD system is extended to pa...
This paper generalizes a pulse-quality metric referred to as P2, i.e., the time analogue of Siegman’...
We investigate conditions ensuring spectral invariance on paraxial propagation of the radiation fiel...
A linear algebraic theory of partial coherence is presented that allows precise mathematical definit...
We introduce a taxonomy for partially coherent optical fields spanning multiple degrees of freedom (...
In the general theory of optical coherence, the following problem discussed in the present paper, ar...
A linearly polarized optical field can be obtained by filtering a stochastic field through an ideal ...
International audienceIn this paper the white-noise paraxial wave model is considered. This model de...
It is shown that for paraxially propagating beams of any state of coherence, the width changes along...
foc the the lso 1 2 1 2 D. G. Fischer and T. D. Visser Vol. 21, No. 11 /November 2004 /J. Opt. Soc. ...
The paraxial propagation of partially coherent beams with the Hermite-Gauss modes is investigated. A...
We establish classically the probability distribution (P-distribution) for the complex amplitudes of...
Partially coherent pseudo-Schell model sources are introduced and analyzed. They present radial symm...
Bernoulli, 21(3), 1719-1759, 2015International audienceIn this paper we study modulus of continuity ...
International audienceWe study pathwise invariances and degeneracies of random fields with motivatin...
The propagation of flat-topped beam passing through a paraxial optical ABCD system is extended to pa...
This paper generalizes a pulse-quality metric referred to as P2, i.e., the time analogue of Siegman’...
We investigate conditions ensuring spectral invariance on paraxial propagation of the radiation fiel...
A linear algebraic theory of partial coherence is presented that allows precise mathematical definit...
We introduce a taxonomy for partially coherent optical fields spanning multiple degrees of freedom (...
In the general theory of optical coherence, the following problem discussed in the present paper, ar...