@inproceedings{0275c8a3200e4115b56933a7a57bf43f,

title = "Ergodicity of quantum trajectory detection records",

abstract = "An examination is made of the conditions under which the detection record generated by the quantum trajectory simulation of the output of a detector continuously monitoring an open Markovian system is ergodic, i.e. where the time averages of a single realization of such a record will yield the same result as an ensemble average over many such realizations. It is shown, in the case of discrete counting, that ergodicity holds in the mean and to first order if the long time steady state of the system is independent of the initial state of the system. A two-photon dissipative process is used as an example of a situation in which ergodicity does not hold.",

keywords = "STOCHASTIC DIFFERENTIAL-EQUATIONS, LIGHT",

author = "JD Cresser",

year = "2001",

language = "English",

isbn = "3540411879",

series = "LECTURE NOTES IN PHYSICS",

publisher = "Springer, Springer Nature",

pages = "358--369",

editor = "HJ Carmichael and RJ Glauber and MO Scully",

booktitle = "DIRECTIONS IN QUANTUM OPTICS",

address = "United States",

note = "TAMU-ONR Workshop on Quantum Optics ; Conference date: 26-07-1999 Through 30-07-1999",

}