Erasure Detection for Bosonic Dual-Rail Qubits with a Strong Beamsplitter Interaction (Part 2/2)
ORAL
Abstract
A transmon coupled to one of two high-Q cavities can provide universal control of both cavity modes if they are themselves coupled via a tunable beamsplitter. Recent progress has allowed the strength of the beamsplitter interaction between the cavities to exceed the typical strength of the dispersive interaction to the transmon, while preserving high coherences. In this regime, it is possible for the transmon to learn only joint properties of the two cavities, despite their separation in both frequency and space. In particular, the transmon frequency spectrum exhibits number-split peaks that depend on the combined photon number of the two cavities.
We use this to enact a mid-circuit erasure check for a dual-rail cavity qubit, detecting the joint vacuum state of the two cavities without perturbing the single-photon manifold. This measurement allows us to convert the most-likely qubit error (single photon loss to the vacuum) into erasures, which dramatically ease the task of quantum error correction and lead to higher thresholds in the surface code.
In part 2 of this two-part talk, we benchmark the performance of this mid-circuit erasure check on a dual-rail qubit and demonstrate that it is both high-fidelity and has minimal back action on the code space.
We use this to enact a mid-circuit erasure check for a dual-rail cavity qubit, detecting the joint vacuum state of the two cavities without perturbing the single-photon manifold. This measurement allows us to convert the most-likely qubit error (single photon loss to the vacuum) into erasures, which dramatically ease the task of quantum error correction and lead to higher thresholds in the surface code.
In part 2 of this two-part talk, we benchmark the performance of this mid-circuit erasure check on a dual-rail qubit and demonstrate that it is both high-fidelity and has minimal back action on the code space.
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Presenters
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Sophia H Xue
Yale University
Authors
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Sophia H Xue
Yale University
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Stijn J de Graaf
Yale University
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Benjamin J Chapman
Yale University
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James D Teoh
Yale University / QCI, Quantum Circuits, Inc., Yale University / Quantum Circuits, Inc., Yale University
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Takahiro Tsunoda
Yale University
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Patrick Winkel
Yale University
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John W Garmon
Yale University
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Robert J Schoelkopf
Yale University, Yale University/ QCI, Quantum Circuits, Inc., Yale University / Quantum Circuits, Inc.