Paper presented at Frontiers in Optics (FiO), Tucson, Arizona, October 16, 2005The number of samples required for efficient numerical simulation of wave propagation can be determined by a combination of Wigner phase-space techniques, wave energy confinement arguments, and a theorem relating energy confinement to accuracy.Not applicableau, la, ke, ab, co - TS 22.11.1
We show that radiation from complex and inherently random but correlated wave sources can be modelle...
International audienceWe investigate a classical phase-space approach of matter-wave propagation bas...
The spatial and spectral confinement properties of Wilson basis functions allow for an efficient exp...
The Wigner transform (WT) is a quadratic nonparametric phase-space density, introduced by Eugene Wig...
Ray, wave and quantum concepts are central to diverse and seemingly incompatible models of light. Ea...
We study a simulation method that uses the Wigner distribution function to incorporate wave optical ...
The Wigner Distribution Function (WDF) forms an alternative representation of the optical field. It ...
The optical design and analysis of modern micro-optical elements with high index contrasts and large...
Abstract: We show that phase space methods are effective in understanding wave and noise propagation...
The Wigner transform (WT) has been extensively used in the formulation of phase-space models for a v...
ABSTRACT. In this work we perform some numerical experiments for the Wigner equation, at relatively ...
The Wigner phase space method is applied to the problem of a forced harmonic oscillator, which may b...
We show that radiation from complex and inherently random but correlated wave sources can be modelle...
International audienceWe investigate a classical phase-space approach of matter-wave propagation bas...
The spatial and spectral confinement properties of Wilson basis functions allow for an efficient exp...
The Wigner transform (WT) is a quadratic nonparametric phase-space density, introduced by Eugene Wig...
Ray, wave and quantum concepts are central to diverse and seemingly incompatible models of light. Ea...
We study a simulation method that uses the Wigner distribution function to incorporate wave optical ...
The Wigner Distribution Function (WDF) forms an alternative representation of the optical field. It ...
The optical design and analysis of modern micro-optical elements with high index contrasts and large...
Abstract: We show that phase space methods are effective in understanding wave and noise propagation...
The Wigner transform (WT) has been extensively used in the formulation of phase-space models for a v...
ABSTRACT. In this work we perform some numerical experiments for the Wigner equation, at relatively ...
The Wigner phase space method is applied to the problem of a forced harmonic oscillator, which may b...
We show that radiation from complex and inherently random but correlated wave sources can be modelle...
International audienceWe investigate a classical phase-space approach of matter-wave propagation bas...
The spatial and spectral confinement properties of Wilson basis functions allow for an efficient exp...