• Home
  • Map
  • Email: mail@helpbest.duckdns.org

Topological quantum error correcting codes

Abstract: The Kitaev honeycomb model is an approximate topological quantum error correcting code in the same phase as the toric code, but requiring only a 2- body Hamiltonian. As a frustrated spin model, it is well outside. Comments: 35 pages, 22 figures, ( c) Cambridge University Press. Subjects: Quantum Physics ( quant- ph). Journal reference: " Topological Codes", in " Quantum Error Correction", edited by Daniel A. Lidar and Todd A. A topological quantum computer is a theoretical quantum computer that employs two- dimensional quasiparticles called anyons, whose world. 1 Computations; 2. 2 Error correction and control. They found that a conventional quantum computer device, given an error- free operation of its logic circuits, will give a solution with an absolute level of accuracy, whereas a. Part I: From Classical to Quantum ECCs. Preetum Nakkiran edu. This survey aims to highlight some interesting ideas in Topological Quantum Error Correcting Codes, without assuming background. Abstract: Active quantum error correction on topological codes is one of the most promising routes to long- term qubit storage. In view of future applications, the scalability of the used decoding algorithms in physical.

  • Windows taskbar critical error
  • Error code 904 sqlstate 42000 message ora 00904
  • Error message 0x8000ffff
  • Lsass exe system error the specified domain does not exist
  • Php fatal error call to undefined function random bytes
  • Vector error correction model johansen


  • Video:Error quantum codes

    Codes topological quantum

    The unique nature of the topological codes, such as the toric code, is that stabilizer violations can be interpreted as quasiparticles. This gives a threshold probability, under which the error correction will almost certainly succeed. The means to perform quantum computation on logical information stored within the toric code has been considered, with the. The Kitaev honeycomb model is an approximate topological quantum error correcting code in the same phase as the toric code, but requiring only a 2- body Hamiltonian. As a frustrated spin model, it is well outside the. TopQEC: Topological Quantum Error Correction. Quantum circuit optimization by topological compaction in the surface code. Logic gates at the surface code threshold: Superconducting qubits poised for fault- tolerant quantum computing. Understanding Topological. Quantum Error- Correction Codes. Using Classical Spin Models. A dissertation submitted to. Zurich for the degree of. SCIENCES presented by. Phys ETH, ETH Zürich.