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The Oxford 750MHz NMR Spectrometer

The Oxford 750MHz NMR Spectrometer

Prof Jonathan Jones

Professor of Physics

Research theme

  • Quantum information and computation

Sub department

  • Atomic and Laser Physics

Research groups

  • NMR quantum computing
jonathan.jones@physics.ox.ac.uk
  • About
  • Publications

Cross-verification of independent quantum devices

Institute of Electrical and Electronics Engineers (IEEE) 00 (2021) 1-1

Authors:

C Greganti, TF Demarie, M Ringbauer, JA Jones, V Saggio, IA Calafell, LA Rozema, A Erhard, M Meth, L Postler, R Stricker, P Schindler, R Blatt, T Monz, P Walther, JF Fitzsimons
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Cross-verification of independent quantum devices

Optics InfoBase Conference Papers (2021)

Authors:

C Greganti, TF Demarie, M Ringbauer, JA Jones, V Saggio, IA Calafell, LA Rozema, A Erhard, M Meth, L Postler, R Stricker, P Schindler, R Blatt, T Monz, P Walther, JF Fitzsimons

Cross-verification of independent quantum devices

Optics InfoBase Conference Papers Optica Publishing Group (2021)

Authors:

C Greganti, Tf Demarie, M Ringbauer, Jonathan Jones, V Saggio, Ia Calafell, La Rozema, A Erhard, M Meth, L Postler, R Stricker, P Schindler, R Blatt, T Monz, P Walther, Jf Fitzsimons

Abstract:

Todays noisy quantum computers are pushing the limits of classical computation. We present a scalable cross-check procedure to verify their performance in a hardware agnostic way and without relying on classical simulation.
Details from ORA

Efficient Hamiltonian programming in qubit arrays with nearest-neighbor couplings

Physical Review A American Physical Society 102:3 (2020) 32405

Authors:

Takahiro Tsunoda, Gaurav Bhole, Stephen A Jones, Jonathan A Jones, Peter J Leek

Abstract:

We consider the problem of selectively controlling couplings in a practical quantum processor with always-on interactions that are diagonal in the computational basis, using sequences of local not gates. This methodology is well known in nuclear magnetic resonance implementations, but previous approaches do not scale efficiently for the general fully connected Hamiltonian, where the complexity of finding time-optimal solutions makes them only practical up to a few tens of qubits. Given the rapid growth in the number of qubits in cutting-edge quantum processors, it is of interest to investigate the applicability of this control scheme to much larger-scale systems with realistic restrictions on connectivity. Here we present an efficient scheme to find near time-optimal solutions that can be applied to engineered qubit arrays with local connectivity for any number of qubits, indicating the potential for practical quantum computing in such systems.
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Details from ORA
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Details from ArXiV

Transforming pure and mixed states using an NMR quantum homogeniser

(2020)

Authors:

Maria Violaris, Gaurav Bhole, Jonathan A Jones, Vlatko Vedral, Chiara Marletto
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