Quantum Measurement and Control: Frontmatter

By Howard M. Wiseman, Gerard J. Milburn. 2009

680 citations recorded by the source corpus.

Subfields: Artificial Intelligence, Atomic and Molecular Physics, and Optics

View Paper: https://www.semanticscholar.org/paper/fd473cbeb317b350ca5fc1480b507827dd8a5535

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Citations in the corpus

Canonical form of master equations and characterization of non-Markovianity (2010, background): “Simple examples are a damped harmonic oscillator and a damped driven two-level atom [3, 4].”
Quantum technologies with hybrid systems (2015, neutral): “The shape of the coupling fields can be tailored to the temporal response of the noisy (deco-hering) environments (109), and quantum measurements and feedback may also be applied (110), in an effort to reduce or eliminate the effect of dissipation and decoherence at HQS interfaces.”
Quantum Stochastic Processes and Quantum non-Markovian Phenomena (2020, background): “[1–5].”
Circuit quantum electrodynamics (2010, background): “t) sin(!IFt) sin(!IFt) cos(!IFt) (98) to extract X^ f(t) and P^f(t). We note that the case !IF = 0 is generally known as homodyne detection (Gardiner and Zoller, 1999; Leonhardt, 1997; Pozar, 2011; Wiseman and Milburn, 2010). In this situation, the IF signal in one of the arms of the IQ-mixer is pr”
Concepts of quantum non-Markovianity: A hierarchy (2017, methodology): “ed by moving to the \interaction frame", in which the \free evolution" generated by H^ 0 is \rotated away", leaving only a (changed) interaction term, H^ 0 tot = H^ int (hence the name [12]). This is also a standard procedure in describing and deriving approximations to OQS dynamics, ”
Entanglement in a fermion chain under continuous monitoring (2018, neutral): “For a general observable (self-adjoint operator) O, the associated monitored dynamics of the quantum state is described by the following stochastic Schrödinger equation (SSE) [53–55]: d|ψt〉 =− iHdt|ψt〉+ (√ γ [O − 〈O〉t] dWt − γ 2 [O − 〈O〉t] 2 dt ) |ψt〉 , (2)”
Non-Hermitian physics (2020, background): “We then take the diffusive measurement limit [590], i.”