Testolin et al., 2007 - Google Patents
Robust controlled-NOT gate in the presence of large fabrication-induced variations of the exchange interaction strengthTestolin et al., 2007
View PDF- Document ID
- 10975918240099840674
- Author
- Testolin M
- Hill C
- Wellard C
- Hollenberg L
- Publication year
- Publication venue
- Physical Review A—Atomic, Molecular, and Optical Physics
External Links
Snippet
We demonstrate how using two-qubit composite rotations a high fidelity controlled-not (cnot) gate can be constructed, even when the strength of the interaction between qubits is not accurately known. We focus on the exchange interaction oscillation in silicon based solid …
- 230000003993 interaction 0 title abstract description 26
Similar Documents
| Publication | Publication Date | Title |
|---|---|---|
| Xue et al. | Quantum logic with spin qubits crossing the surface code threshold | |
| Muhonen et al. | Quantifying the quantum gate fidelity of single-atom spin qubits in silicon by randomized benchmarking | |
| Dehollain et al. | Optimization of a solid-state electron spin qubit using gate set tomography | |
| Mills et al. | Two-qubit silicon quantum processor with operation fidelity exceeding 99% | |
| Kandel et al. | Coherent spin-state transfer via Heisenberg exchange | |
| Webb et al. | Resilient entangling gates for trapped ions | |
| Wang et al. | Composite pulses for robust universal control of singlet–triplet qubits | |
| Watson et al. | A programmable two-qubit quantum processor in silicon | |
| US10839306B2 (en) | Hardware-efficient variational quantum eigenvalue solver for quantum computing machines | |
| Chen et al. | Measuring and suppressing quantum state leakage in a superconducting qubit | |
| Heeres et al. | Implementing a universal gate set on a logical qubit encoded in an oscillator | |
| Wilson et al. | Tunable spin–spin interactions and entanglement of ions in separate potential wells | |
| Vandersloot | Hamiltonian constraint of loop quantum cosmology | |
| Lucero et al. | Reduced phase error through optimized control of a superconducting qubit | |
| Wang et al. | Robust quantum gates for singlet-triplet spin qubits using composite pulses | |
| Engel et al. | Fermionic Bell-state analyzer for spin qubits | |
| Petta et al. | Coherent manipulation of coupled electron spins in semiconductor quantum dots | |
| De Lange et al. | Universal dynamical decoupling of a single solid-state spin from a spin bath | |
| Casana et al. | New CPT-even and Lorentz-violating nonminimal coupling in the Dirac equation | |
| Kandel et al. | Adiabatic quantum state transfer in a semiconductor quantum-dot spin chain | |
| Danilin et al. | Quantum-enhanced magnetometry by phase estimation algorithms with a single artificial atom | |
| Butenschoen et al. | Probing Nonrelativistic QCD Factorization in Polarized J/ψ Photoproduction<? format?> at Next-to-Leading Order | |
| Testolin et al. | Robust controlled-NOT gate in the presence of large fabrication-induced variations of the exchange interaction strength | |
| Hill | Robust controlled-NOT gates from almost any interaction | |
| Li et al. | Realisation of high-fidelity nonadiabatic CZ gates with superconducting qubits |