J. Wenner
Also known as James Wenner, Jim Wenner
J. Wenner is a physicist who worked on superconducting qubits, an attractive platform for quantum computing, in the Martinis group at UC Santa Barbara. They became a graduate student there in 2007 and were first author of papers on resonator losses in 2011, hot quasiparticles in 2013 and a microwave photon receiver in 2014. Among their coauthored papers are a 2014 Nature study of logic gates at the surface-code threshold, a 2015 Nature experiment on error detection across nine qubits and a 2016 simulation of molecular hydrogen energies. In 2017, they were among the authors, from UC Santa Barbara and Google's quantum AI lab, of an abstract on a small-scale quantum annealer, and in 2018 they coauthored a study that traced the largest energy-relaxation fluctuations in superconducting qubits to two-level-system defects.
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Timeline
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2007
Graduate student at UC Santa Barbara
In 2007, they become a graduate student at UC Santa Barbara, in the Martinis group.
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2010–2011
Losses in superconducting resonators
In 2010, they are first author of an American Physical Society meeting abstract on radiation loss in superconducting coplanar resonators. In 2011, they are first author of "Surface loss simulations of superconducting coplanar waveguide resonators", which finds the dominant surface loss at the metal-substrate and substrate-air interfaces.
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2013
Hot quasiparticles and qubits
In 2013, Physical Review Letters publishes their first-author paper showing that hot non-equilibrium quasiparticles, with energies above the superconducting gap, raise the excited-state probability of a superconducting qubit.
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2014
Photon receiver and surface-code gates
In 2014, they are first author of a Physical Review Letters paper on a deterministic quantum receiver that absorbs shaped microwave photons with 99.4% efficiency. In 2014, they also coauthor a Nature paper that demonstrates a universal set of logic gates in a superconducting multi-qubit processor, with a two-qubit gate fidelity up to 99.4%.
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2015
Error detection across nine qubits
In 2015, they coauthor a Nature paper that protects classical states from bit-flip errors in a linear array of nine superconducting qubits. After eight cycles the failure rate falls by a factor of 8.5 relative to a single physical qubit.
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2016
Molecular energies on qubits
In 2016, they coauthor "Scalable Quantum Simulation of Molecular Energies" in Physical Review X, which uses a programmable array of superconducting qubits to compute the energy surface of molecular hydrogen with two quantum algorithms.
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2017
A small-scale quantum annealer
In 2017, they are among the authors, from UC Santa Barbara and Google's Quantum A.I. Lab, of an American Physical Society meeting abstract reporting progress on a small-scale quantum annealer built from fluxmon qubits and tunable couplers.
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2018
Energy-relaxation fluctuations in qubits
In 2018, they coauthor "Fluctuations of Energy-Relaxation Times in Superconducting Qubits" in Physical Review Letters, which uses qubits as probes of individual two-level-system defects and shows that these defects are responsible for the largest fluctuations.
Career
- 2017Google
Education
- From 2007University of California, Santa BarbaraGraduate student
Sources and credits
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- Martinis Group - People
- Radiative Losses in Superconducting Coplanar Resonators - APS March Meeting 2010 PostDeadline
- [1107.4698] Surface loss simulations of superconducting coplanar waveguide resonators
- [1209.1674] Excitation of superconducting qubits from hot non-equilibrium quasiparticles
- [1311.1180] Catching Shaped Microwave Photons with 99.4% Absorption Efficiency
- [1402.4848] Logic gates at the surface code threshold: Superconducting qubits poised for fault-tolerant quantum computing
- [1411.7403] State preservation by repetitive error detection in a superconducting quantum circuit
- [1512.06860] Scalable Quantum Simulation of Molecular Energies
- Progress towards a small-scale quantum annealer I: Architecture - APS March Meeting 2017 PostDeadline
- [1809.01043] Fluctuations of Energy-Relaxation Times in Superconducting Qubits
