Mori-Zwanzig Equations With Time-Dependent Liouvillian
Chemical Physics
2007-09-11 v2 Atomic Physics
Abstract
We extend the Mori-Zwanzig equations to the case where the Liouvillian is time-dependent by way of a Dyson identity due to Holian and Evans. This extension makes it possible to treat, for example, more general cases of continuous-wave (cw) or pulsed irradiation in NMR and coherent optics. The formalism immediately allows for reference frame changes and approximations based on coherent averaging.
Cite
@article{arxiv.0709.1358,
title = {Mori-Zwanzig Equations With Time-Dependent Liouvillian},
author = {Louis-S. Bouchard},
journal= {arXiv preprint arXiv:0709.1358},
year = {2007}
}