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This document summarizes research on the role of damping for a driven anharmonic quantum oscillator. It describes how the positions of stable points in phase space can be determined classically and quantum mechanically. Classically, there are three extrema - a maximum, minimum, and saddle point. With damping, orbits shrink towards the extrema, making them stable points. Quantum mechanically, the master equation accounts for dissipation. It shows that stable points behave similarly to the classical case but

Author

Amine Trt Bouchentouf

Language

EN