Table of Contents
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Summary
To realize the potential of quantum computers, a fairly low frequency is usually required.hundred logical errors. Many applications report error rates as low as 10–15 (refs 2, 3, 4, 5, 6, 7, 8, 9), but modern quantum platforms typically have real error rates close to 10–3 (refs 10, 11, 12, 13, 14). Quantum error correction15,16,17 promises to fill this gap by streaming quantum-sensitive information through multiple physical qubits, many of them in such a way that errors can be detected and corrected. Errors in the encoded state of a logic qubit can be suppressed exponentially as the range of physical qubits increases, provided that the physical error rate is read down to a certain threshold and the computation progress stabilizes. Here we implement 1D repetitive codes embedded in a 2D lattice behind superconducting qubits that show bit flip or phase flip errors associated with exponential cancellation, shorter shape errors that are more than 100 times logical per turn if the number of coupled qubits increases from 5 to 21. It is important to note thatthat this error suppression is stable for 75 error correction cycles. We also present a method for studying error correlations with high precision associated with us to characterize error locality and perform quantum error correction at the same time. Finally, we test reasonably small qubit error detection using a 2D surface code, I would say the same device18,19 and show that the new results from 1D and 2D codes are consistent with numerical simulations in which they detect 1D code. use the depolarization error mark. As an experiment, these demos provide a platform for building a scalable, fault-tolerant supercomputer using superconducting qubits.
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Introduction
Google tracks user device location using Google Maps, which runs on iPod and on the web . The timeline can be displayed in the client settings on the Google Maps instance on Android. It even shows if the user was walking, driving, or on a plane [1].
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