Collective preparation of large quantum registers with high fidelity

Fuente: arXiv
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Autori principali: Buffoni, Lorenzo, Campisi, Michele
Natura: Preprint
Pubblicazione: 2024
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author Buffoni, Lorenzo
Campisi, Michele
author_facet Buffoni, Lorenzo
Campisi, Michele
contents We report on the preparation of a large quantum register of 5612 qubits, with the unprecedented high global fidelity of $F\simeq 0.9956$. This was achieved by applying an improved cooperative quantum information erasure (CQIE) protocol [Buffoni, L. and Campisi, M., Quantum 7, 961 (2023)] to a programmable network of superconducting qubits featuring a high connectivity. At variance with the standard method based on the individual reset of each qubit in parallel, here the quantum register is treated as a whole, thus avoiding the well-known orthogonality catastrophe wehereby even an extremely high individual reset fidelity $f$ results in vanishing global fidelities $F=f^N$ with growing number $N$ of qubits.
format Preprint
id arxiv_https___arxiv_org_abs_2406_16706
institution arXiv
publishDate 2024
record_format arxiv
spellingShingle Collective preparation of large quantum registers with high fidelity
Buffoni, Lorenzo
Campisi, Michele
Quantum Physics
Statistical Mechanics
We report on the preparation of a large quantum register of 5612 qubits, with the unprecedented high global fidelity of $F\simeq 0.9956$. This was achieved by applying an improved cooperative quantum information erasure (CQIE) protocol [Buffoni, L. and Campisi, M., Quantum 7, 961 (2023)] to a programmable network of superconducting qubits featuring a high connectivity. At variance with the standard method based on the individual reset of each qubit in parallel, here the quantum register is treated as a whole, thus avoiding the well-known orthogonality catastrophe wehereby even an extremely high individual reset fidelity $f$ results in vanishing global fidelities $F=f^N$ with growing number $N$ of qubits.
title Collective preparation of large quantum registers with high fidelity
topic Quantum Physics
Statistical Mechanics
url https://arxiv.org/abs/2406.16706