DOIAbstract
The Wigner phase space method is applied to the problem of a forced harmonic oscillator, which may be thought of as a model for collisions involving harmonic oscillators. It leads to an exact solution of the problem
The Wigner phase space method is applied to the problem of a forced harmonic oscillator, which may be thought of as a model for collisions involving harmonic oscillators. It leads to an exact solution of the problem
A new way to study nonlinear oscillations is presented, based on Time—Frequency Analysis, a techniqu...
Exact nonlinear stationary solutions of the one-dimensional Wigner and Wigner-Poisson equations in t...
A new method is described to study dynamical systems characterized by linear ordinary differential e...
The Wigner phase space method is applied to the problem of a forced harmonic oscillator, which may b...
We present a perturbation analysis of the semiclassical Wigner equation which is based on the interp...
We have derived an equation of motion for a Wigner operator in phase space, which is the phase-space...
We show a simple mechanism to measure the Wigner function of a harmonic oscillator. For this system ...
We show a simple mechanism to measure the Wigner function of a harmonic oscillator. For this system ...
We present an exact quantum treatment of the generalized model of a degenerate parametric oscillator...
In this paper we review the basic results concerning the Wigner transform and critically discuss the...
The concept of Wigner paths in phase space both provides a pictorial representation of the quantum e...
The Wigner function W(q,p) is formulated as a phase-space path integral, whereby its sign oscillatio...
We extend the region of applicability of phase-space techniques, for the study of quantum systems, b...
Survey of the Wigner function is reported in the first part.Secondly,Wigner trajectories of damped h...
The concept of Wigner paths in phase space both provides a pictorial representation of the quantum e...
A new way to study nonlinear oscillations is presented, based on Time—Frequency Analysis, a techniqu...
Exact nonlinear stationary solutions of the one-dimensional Wigner and Wigner-Poisson equations in t...
A new method is described to study dynamical systems characterized by linear ordinary differential e...
The Wigner phase space method is applied to the problem of a forced harmonic oscillator, which may b...
We present a perturbation analysis of the semiclassical Wigner equation which is based on the interp...
We have derived an equation of motion for a Wigner operator in phase space, which is the phase-space...
We show a simple mechanism to measure the Wigner function of a harmonic oscillator. For this system ...
We show a simple mechanism to measure the Wigner function of a harmonic oscillator. For this system ...
We present an exact quantum treatment of the generalized model of a degenerate parametric oscillator...
In this paper we review the basic results concerning the Wigner transform and critically discuss the...
The concept of Wigner paths in phase space both provides a pictorial representation of the quantum e...
The Wigner function W(q,p) is formulated as a phase-space path integral, whereby its sign oscillatio...
We extend the region of applicability of phase-space techniques, for the study of quantum systems, b...
Survey of the Wigner function is reported in the first part.Secondly,Wigner trajectories of damped h...
The concept of Wigner paths in phase space both provides a pictorial representation of the quantum e...
A new way to study nonlinear oscillations is presented, based on Time—Frequency Analysis, a techniqu...
Exact nonlinear stationary solutions of the one-dimensional Wigner and Wigner-Poisson equations in t...
A new method is described to study dynamical systems characterized by linear ordinary differential e...
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