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  1. Title: Engineering holography with stabilizer graph codes. Authors: Gerard Anglès Munné, Valentin Kasper, Felix Huber. View a PDF of the paper titled Engineering holography with stabilizer graph codes, by Gerard Angl\`es Munn\'e and 2 other authors. View PDF HTML (experimental)
  2. This procedure allows us to represent the hyperbolic pentagon code as a stabilizer graph code in a manner suitable for experimental implementation (c.f. Fig. 1). In addition, our method also provides the gates necessary to recover parts of the encoded bulk degrees of freedom from their nearby boundary, thus demonstrating holographic features.
  3. Title: Engineering holography with stabilizer graph codes. Authors: Gerard Anglès Munn ... Formulating the hyperbolic pentagon code in terms of a stabilizer graph code, we propose an experimental implementation that is tailored to systems with long-range interactions. We show how to obtain encoding and decoding circuits for the hyperbolic ...
  4. researchgate.net

    May 3, 2024Engineering holography with stabilizer graph codes. May 2024; npj Quantum Information 10(1) May 2024; ... A holographic graph code. A small instance of the hyperbolic pentagon (HaPPY) code 11 ...
  5. ui.adsabs.harvard.edu

    Formulating the hyperbolic pentagon code in terms of a stabilizer graph code, we give gate sequences that are tailored to systems with long-range interactions. We show how to obtain encoding and decoding circuits for the hyperbolic pentagon code, before focusing on a small instance of the holographic code on twelve qubits.
  6. semanticscholar.org

    This work forms the hyperbolic pentagon code in terms of a stabilizer graph code, and proposes an experimental implementation that is tailored to systems with long-range interactions, and allows to verify holographic properties by partial decoding operations, recovering bulk degrees of freedom from their nearby boundary. The discovery of holographic codes established a surprising connection ...
  7. paperswithcode.com

    Formulating the hyperbolic pentagon code in terms of a stabilizer graph code, we propose an experimental implementation that is tailored to systems with long-range interactions. We show how to obtain encoding and decoding circuits for the hyperbolic pentagon code [Pastawski et al., JHEP 2015:149 (2015)], before focusing on a small instance of ...

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