activity
20082026
most citedSqueezing Components in Linear Quantum Feedback Networks

196 citations · 407 across the 9 of their papers we have counts for

collaborators

9 papers

quant-ph2026

Discretisation of quantum feedback networks for implementation on a quantum computer

Luc Bouten, John Gough

Quantum Feedback Network Theory (also known colloquially as the SLH-framework) is a powerful tool for modeling systems in quantum optics. This paper describes a method for discreti…

math-ph2025

An Approach to Anti-Wick Ordering of Bosonic Fields

John E. Gough, Hideyasu Yamasita

We present a new technique for putting general boson fields into ant-Wick ordered form. The anti-Wick map associates an operator with a given function of complex variables, and we…

quant-ph2025

Is Born-Jordan really the universal Path Integral Quantization Rule?

John E. Gough

It has been argued that the Feynman path integral formalism leads to a quantization rule, and that the Born-Jordan rule is the unique quantization rule consistent with the correct…

quant-ph2016

The Stratonovich Formulation of Quantum Feedback Network Rules

J. E. Gough

We express the rules for forming quantum feedback networks using the Stratonovich form of quantum stochastic calculus rather than the Ito, or SLH form. Remarkably the feedback redu…

quant-ph2014★ 1 cited

Characteristic Operator Functions for Quantum Input-Plant-Output Models & Coherent Control

J. E. Gough

We introduce the characteristic operator as the generalization of the usual concept of a transfer function of linear input-plant-output systems to arbitrary quantum nonlinear Marko…

quant-ph2009★ 196 cited

Squeezing Components in Linear Quantum Feedback Networks

J. E. Gough, M. R. James, H. I. Nurdin

The aim of this paper is to extend linear quantum dynamical network theory to include static Bogoliubov components (such as squeezers). Within this integrated quantum network theor…