SCL Seminar by Etienne Wamba
SCL seminar of the Center for the Study of Complex Systems, will be held on Thursday, 29 March 2018 at 14:00 in the library reading room “Dr. Dragan Popović" of the Institute of Physics Belgrade. The talk entitled
"N-point functions mapping for dissipative quantum systems"
will be given by Dr. Etienne Wamba (Humboldt Fellow, Department of Physics, Technical University of Kaiserslautern, Germany).
Abstract of the talk:
Motivated by recent experimental efforts for achieving and controlling dissipative quantum systems, in this talk we will consider a D-dimensional quantum gas that interacts with a bath and evolves according to a Lindblad master equation. Invoking the picture independence of expectation values and using the quantum fields that describe the gas dynamics, we will derive the Heisenberg evolution of any arbitrary N-point function of the system in the regime when the Lindblad generators feature a loss or gain. Our quantum field mapping [1] for closed quantum systems will be extended to open quantum systems by relating onto each other two different evolutions of the N-point functions of the dissipative quantum system.
[1] E. Wamba, A. Pelster, and J. R. Anglin, Phys. Rev. A 94, 043628 (2016).
"N-point functions mapping for dissipative quantum systems"
will be given by Dr. Etienne Wamba (Humboldt Fellow, Department of Physics, Technical University of Kaiserslautern, Germany).
Abstract of the talk:
Motivated by recent experimental efforts for achieving and controlling dissipative quantum systems, in this talk we will consider a D-dimensional quantum gas that interacts with a bath and evolves according to a Lindblad master equation. Invoking the picture independence of expectation values and using the quantum fields that describe the gas dynamics, we will derive the Heisenberg evolution of any arbitrary N-point function of the system in the regime when the Lindblad generators feature a loss or gain. Our quantum field mapping [1] for closed quantum systems will be extended to open quantum systems by relating onto each other two different evolutions of the N-point functions of the dissipative quantum system.
[1] E. Wamba, A. Pelster, and J. R. Anglin, Phys. Rev. A 94, 043628 (2016).
