Skip to main content
Yale University

Jiang Group

  • Home
  • Research
  • People
  • Alumni
  • Publications
  • News
  • Contact
  • Links
  • Moved to the University of Chicago
Home > News > Geometry and response of Lindbladians

Geometry and response of Lindbladians

A Yale-led group of researchers has derived a formula for understanding where quantum objects land when they are transmitted.
November 7, 2016

Our paper titled “Geometry and response of Lindbladians” is published in PRX.

We developed a theoretical framework for the map corresponding to asymptotic (infinite-time) Lindbladian evolution and use it to study several important features of the unique state and subspace cases, which provides additional theoretical tools for the investigation of quantum information processing in open quantum systems.

See News Reports: [Yale News] Tracking the flow of quantum information

External link: https://doi.org/10.1103/PhysRevX.6.041031

Additional NavigationClose
  • Quantum Information Processing
    • A Schrödinger Cat in Two Boxes
    • Bell-Cat
    • Characterizing Quantum Instrument
    • Contruct Arbitrary CPTP Maps
    • Counterfactual Computation
    • Geometry and response of Lindbladians
    • Holonomic Quantum Control
    • Universal Control of Oscillator
    • Universal logical operations on cat codes
  • Quantum Networks
    • Continuous Variable Entanglement Generation
    • Optimal QR Architectures
    • QST via Thermal Networks
    • Quantum Repeater with Cat Codes
    • Third Generation QR
  • Quantum Transducers
    • Cavity Magnomechanics
    • Magnon Gradient Memory
    • Quantum Transduction with Adaptive Control
    • Schrodinger's Catapult
  • Topological quantum systems
    • Measure Topological Number
    • Measurement-only Topological Quantum Computation
    • Topological Circuits
    • Twist Defect Majorana Fermions
Yale

Accessibility at Yale · Privacy policy
Copyright © 2025 Yale University · All rights reserved

Social buttons

  • Facebook
  • Twitter
  • Flickr
  • iTunes
  • YouTube