Optimizing Superconducting Three-Qubit Gates for Surface-Code Error Correction
Stephan Tasler, Josias Old, Lukas Heunisch, Verena Feulner, Timo Eckstein, Markus M\"uller, Michael J. Hartmann

TL;DR
This paper introduces a fast, high-fidelity 3-qubit CZZ gate for superconducting qubits, enhancing surface code error correction by increasing error thresholds and reducing logical error rates.
Contribution
It designs and optimizes a novel 3-qubit gate for superconducting qubits, improving quantum error correction performance in surface codes.
Findings
CZZ gate executed in 35 ns with 99.96% fidelity.
Increases surface code error threshold by nearly 50%.
Reduces logical error rate by up to an order of magnitude.
Abstract
Quantum error correction (QEC) is one of the crucial building blocks for developing quantum computers that have significant potential for reaching a quantum advantage in applications. Prominent candidates for QEC are stabilizer codes for which periodic readout of stabilizer operators is typically implemented via successive two-qubit entangling gates, and is repeated many times during a computation. To improve QEC performance, it is thus beneficial to make the stabilizer readout faster and less prone to fault-tolerance-breaking errors. Here we design a 3-qubit CZZ gate for superconducting transmon qubits that maps the parity of two data qubits onto one measurement qubit in a single step. We find that the gate can be executed in a duration of ns with a fidelity of F. To optimize the gate, we use an error model obtained from the microscopic gate simulation to…
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