Quantum White Noise and the Master Equation for Gaussian Reference States
J. Gough
TL;DR
This paper develops a modified mathematical framework to describe squeezed Gaussian states and quantum noise processes, leading to new master equations for these systems.
Contribution
It introduces a modified Araki-Woods construction to represent squeezed Gaussian states and derives associated master equations for quantum noise.
Findings
New representation of squeezed Gaussian states
Derived master equations for squeezed quantum noise
Enhanced mathematical tools for quantum stochastic processes
Abstract
We modify the Araki-Woods double Fock space construction in order to describe general squeezed Gaussian states and use this to represent squeezed quantum stochastic noise processes. Associated master equations are derived.
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Taxonomy
TopicsQuantum Mechanics and Applications