Modeling and Control of the LKB Photon-Box: 1 Spin-Spring Systems

[In the present system f does not depend on the position, due to the translational invariance, and only depends on the magnitude of the momentum, due t o the isotropy.]

Sayrin et al.: Real-time quantum feedback prepares and stabilizes photon number statesD. To appear

The continuation of the Verse of Light confirms moreover this assimilation of divine light with artificial rather than celestial light, reiterating the comparison by

Another notable difficulty with this problem is that the mean field limit in clas- sical mechanics is obtained by proving the weak convergence of the N -particle empirical measure

In order to carefully interpret the results of Raman spectra it is necessary to have a good potential energy surface (PES) on which the calculations of lineshape parameters can be

Constructing quantum dissipations and their reversible states from classical interacting spin systems.. Annales

the R field and the theory reduces to the classical statistical mechanics of a single particle. In addition, the quantum potential and the velocity field OS/m are

Firstly, a classical one, which consists of solving an infinite dimensional stochastic differential equation driven by classical noises and such that the expectation of the flow