Input and output in damped quantum systems III: Formulation of damped systems driven by Fermion fields
arXiv:cond-mat/0310542 · doi:10.1016/j.optcom.2004.05.061
Abstract
A comprehensive input-output theory is developed for Fermionic input fields. Quantum stochastic differential equations are developed in both the Ito and Stratonovich forms. The major technical issue is the development of a formalism which takes account of anticommutation relations between the Fermionic driving field and those system operators which can change the number of Fermions within the system.
References in corpus (2)
Cited by in corpus (20)
- Quantum collision models: open system dynamics from repeated interactions
- Non-perturbative treatment of non-Markovian dynamics of open quantum systems
- The SLH framework for modeling quantum input-output networks
- Current noise in a vibrating quantum dot array
- Gaussian phase-space representations for fermions
- Controlling Quantum Transport via Dissipation Engineering
- Simulating Quantum Fields with Cavity QED
- Time-dependent quantum transport: causal superfermions, exact fermion-parity protected decay mode, and Pauli exclusion principle for mixed quantum states
- Ab initio few-mode theory for quantum potential scattering problems
- Exact quantum master equation for a molecular aggregate coupled to a harmonic bath
- Variational approach to the optimal control of coherently driven, open quantum system dynamics
- Dissipative Long-Range Entanglement Generation between Electronic Spins
- Physics at the FQMT'04 conference
- Quantum noise theory for quantum transport through nanostructures
- Coherent Perfect Absorption in Tavis-Cummings Models
- Silicon nanophotonics for scalable quantum coherent feedback networks
- Dressed Quantum Trajectories: Novel Approach to the non-Markovian Dynamics of Open Quantum Systems on a Wide Time Scale
- Information Loss Pathways in a Numerically Exact Simulation of a non-Markovian Open Quantum System
- How to describe collective decay of uncoupled modes in the input-output formalism
- Quantum filtering for systems driven by fermion fields