Litcius/Paper detail

Enhanced TEMPO Algorithm for Quantum Path Integrals with Off-Diagonal System-Bath Coupling: Applications to Photonic Quantum Networks

Marten Richter, Stephen Hughes

2022Physical Review Letters21 citationsDOIOpen Access PDF

Abstract

Multitime system correlation functions are relevant in various areas of physics and science, dealing with system-bath interaction including spectroscopy and quantum optics, where many of these schemes include an off-diagonal system bath interaction. Here we extend the enhanced time-evolving matrix product operator (eTEMPO) algorithm for quantum path integrals using tensor networks [Phys. Rev. Lett. 123, 240602 (2019)PRLTAO0031-900710.1103/PhysRevLett.123.240602 to open quantum systems with off-diagonal coupling beyond a single two level system. We exemplify the approach on a coupled cavity waveguide system with spatially separated quantum two-state emitters, though many other applications in material science are possible, including entangled photon propagation, photosynthesis spectroscopy, and on-chip quantum optics with realistic dissipation.

Topics & Concepts

PhysicsQuantum networkTensor productQuantumOpen quantum systemQuantum algorithmPath integral formulationQuantum mechanicsQuantum technologyPhotonicsQuantum opticsQuantum computerQuantum sensorCoupling (piping)Operator (biology)Quantum imagingPhotonPath (computing)Matrix multiplicationQuantum simulatorQuantum processQuantum error correctionTopology (electrical circuits)Quantum operationQuantum correlationQuantum informationProduct (mathematics)Quantum information scienceQuantum systemTensor (intrinsic definition)Quantum gateQuantum channelComputer scienceQuantum graphMatrix (chemical analysis)AlgorithmCavity quantum electrodynamicsQuantum dynamicsStatistical physicsQuantum Information and CryptographyQuantum many-body systemsNeural Networks and Reservoir Computing