Robust Two-Qubit Gates for Exchange-Coupled Qubits
arXiv:1312.0949 · doi:10.1103/PhysRevB.89.085314
Abstract
We present composite pulse sequences that perform fault-tolerant two-qubit gate operations on exchange-only quantum dot spin qubits in various experimentally relevant geometries. We show how to perform dynamically corrected two-qubit gates in exchange-only systems with the leading hyperfine error term cancelled. These pulse sequences are constructed to conform to the realistic experimental constraint of strictly non-negative couplings. We establish that our proposed pulse sequences lead to several orders of magnitude improvement in the gate fidelity compared with their uncorrected counterparts. Together with single-qubit dynamically corrected gates, our results enable noise-resistant universal quantum operations with exchange-only qubits.
10 pages, 11 figures (revised version)
References in corpus (5)
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Cited by in corpus (16)
- Semiconductor Spin Qubits
- Three-electron spin qubits
- Entangling distant resonant exchange qubits via circuit quantum electrodynamics
- Coupling of three-spin qubits to their electric environment
- The asymmetric resonant exchange qubit under the influence of electrical noise
- Universal Set of Quantum Gates for Double-Dot Exchange-Only Spin Qubits with Intradot Coupling
- Exact CNOT Gates with a Single Nonlocal Rotation for Quantum-Dot Qubits
- Analytic Pulse Sequence Construction for Exchange-Only Quantum Computation
- A Simple Derivation of the Fong-Wandzura Pulse Sequence
- Characterisation of an exchange-based two-qubit gate for resonant exchange qubits
- Benchmarking of dynamically corrected gates for the exchange-only spin qubit in noise environment
- Efficient Two-Qubit Pulse Sequences Beyond CNOT
- Approximate exchange-only entangling gates for the three-spin- decoherence-free subsystem
- Hybrid Exchange Measurement-Based Qubit Operations in Semiconductor Double Quantum Dot Qubits
- Spin-qubit noise spectroscopy from randomized benchmarking by supervised learning
- Jenga-Krotov algorithm: Efficient compilation of multi-qubit gates for exchange-only qubits