International audienceBased on the operator formalism that arises from the underlying SU(2) group structure, a formula is derived that provides a description of the generalized Hermite-Laguerre Gauss modes in terms of a Jones vector, traditionally used to describe polarization. This identity highlights the relation between these generalized Gaussian beams, the elliptical ray families, and the Majorana constellations used to represent structured-Gaussian beams. Moreover, it provides a computational advantage over the standard formula in terms of Wigner d functions
International audienceScalar Hermite–Gaussian beams (HGBs) are natural higher-order solutions to the...
The Jones calculus and the Stokes-Mueller calculus are generalized to describe changes not only in t...
Partially coherent standard and elegant Laguerre-Gaussian (LG) beams of all orders are introduced as...
International audienceBased on the operator formalism that arises from the underlying SU(2) group st...
The paper aims at presenting a didactic and self-contained overview of Gauss-Hermite and Gauss-Lague...
International audienceGaussian mode families, including Laguerre-Gaussian, Hermite-Gaussian and gene...
A phase-space description of the Laguerre-Gaussian modes is presented that points out the connection...
A unified operator approach is described for deriving Hermite-Gaussian and Laguerre-Gaussian laser b...
Starting from Hermite-Gaussian beams, we generate a general class of rotationally symmetric beams. T...
A new superposition scheme for representing flattened Gaussian (FG) beams is proposed. Such a repres...
Fundamentals of Gaussian Beam Propagation Gaussian Beams vs Plane Waves The fundamental mode Higher ...
The vector wave equation for electromagnetic waves, when subject to a number of constraints correspo...
We studied a novel family of paraxial laser beams forming an overcomplete yet nonorthogonal set of m...
Two tool parameters, the beam propagation factor M² and kurtosis factor k, are used to analyse solut...
Under the Collins transformation, the orthonormal set of Hermite-Gaussian modes maps into an orthono...
International audienceScalar Hermite–Gaussian beams (HGBs) are natural higher-order solutions to the...
The Jones calculus and the Stokes-Mueller calculus are generalized to describe changes not only in t...
Partially coherent standard and elegant Laguerre-Gaussian (LG) beams of all orders are introduced as...
International audienceBased on the operator formalism that arises from the underlying SU(2) group st...
The paper aims at presenting a didactic and self-contained overview of Gauss-Hermite and Gauss-Lague...
International audienceGaussian mode families, including Laguerre-Gaussian, Hermite-Gaussian and gene...
A phase-space description of the Laguerre-Gaussian modes is presented that points out the connection...
A unified operator approach is described for deriving Hermite-Gaussian and Laguerre-Gaussian laser b...
Starting from Hermite-Gaussian beams, we generate a general class of rotationally symmetric beams. T...
A new superposition scheme for representing flattened Gaussian (FG) beams is proposed. Such a repres...
Fundamentals of Gaussian Beam Propagation Gaussian Beams vs Plane Waves The fundamental mode Higher ...
The vector wave equation for electromagnetic waves, when subject to a number of constraints correspo...
We studied a novel family of paraxial laser beams forming an overcomplete yet nonorthogonal set of m...
Two tool parameters, the beam propagation factor M² and kurtosis factor k, are used to analyse solut...
Under the Collins transformation, the orthonormal set of Hermite-Gaussian modes maps into an orthono...
International audienceScalar Hermite–Gaussian beams (HGBs) are natural higher-order solutions to the...
The Jones calculus and the Stokes-Mueller calculus are generalized to describe changes not only in t...
Partially coherent standard and elegant Laguerre-Gaussian (LG) beams of all orders are introduced as...