A tunable coupler design enables sub-100 ns two-qubit gates with errors below 10^{-4} between fluxonium qubits over 1 cm distances for modular architectures.
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Doubly geometric control achieves simultaneous fourth-order suppression of control errors via level-n identity constructions, with extension to sixth order.
Maps decohered toric code under GAD and SGAD channels to classical spin models and derives logical failure probabilities versus temperature and squeezing.
citing papers explorer
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Long-range tunable coupler for modular fluxonium quantum processors
A tunable coupler design enables sub-100 ns two-qubit gates with errors below 10^{-4} between fluxonium qubits over 1 cm distances for modular architectures.
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Universal Robust Quantum Gates via Doubly Geometric Control
Doubly geometric control achieves simultaneous fourth-order suppression of control errors via level-n identity constructions, with extension to sixth order.
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Decohered toric code under quantum damping noise and its mapping to a classical spin model
Maps decohered toric code under GAD and SGAD channels to classical spin models and derives logical failure probabilities versus temperature and squeezing.