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Q: Quantenoptik und Photonik
Q 63: Quanteninformation V
Q 63.2: Talk
Thursday, March 16, 2006, 14:15–14:30, HVI
Optimal jump operators for monitoring entanglement — •Olivier Brodier, M. Busse, C. Viviescas, A. R. R. de Carvalho, and A. Buchleitner — M.P.I.P.K.S. Nothnitzer Str. 38 D-01187 DRESDEN GERMANY
We present a simple procedure which gives analytically the short time behaviour of entanglement of an initially pure state coupled to a Markovian bath.
The derivation exhibits an optimal choice of jump operators which unravel the evolution of the reduced density operator.
The method is straightforward for a bipartite 2 levels system, and can be extended approximately to multipartite cases.