Matteo Mariantoni

• Quantum Computing
• Quantum Error Correction
• Digital Quantum Emulations
• Superconducting Quantum Circuits

Experimental implementation of quantum error correction based on surface codes.

Surface codes are the most promising venue for the experimental implementation of quantum error correction, which allows to detect and correct errors occurring on single quantum bits (qubits) [A.G. Fowler, M. Mariantoni, J.M. Martinis, and A.N. Cleland, Phys. Rev. A 86, 032324 (2012)]. In order to realize a surface code, high-fidelity two-qubit gates and fast qubit read-out are required. Mariantoni’s team at IQC is developing a novel two-qubit gate based on on-chip harmonic oscillators (resonators) that will make it possible to reach fidelities as high as 99.95% [F.W. Strauch, T.G. McConkey, A.G. Fowler, and M. Mariantoni, in preparation], well above the threshold for error correction required by surface codes. In addition, Mariantoni’s team is pursuing a read-out technique based on a shelving mechanisms [B.G.U. Englert et al., Phys. Rev. B 81, 134514 (2010)] that will allow for fast single-shot qubit measurement. Both two-qubit gates and read-out will be performed on a 3D-wired chip, where wires are connected to the chip from above instead of by lateral bonding. 3D wiring is Mariantoni’s invention and will represent a key towards a truly scalable quantum computing architecture. It is also worth mentioning that Mariantoni’s group has established a fruitful collaboration with Dr. Zbig R. Wasilewski (Waterloo Institute for Nanotechnology), with whom is developing ultra-high quality aluminum films.

Implementation of the Jaynes-Cummings-Hubbard model.

The implementation of a surface code necessitates arrays of superconducting qubits and resonators. The latter are characterized by photonic excitations in the microwave regime. It is thus natural to pursue experiments on the quantum simulation of the Jaynes-Cummings-Hubbard model, a special type of Bose-Hubbard model, that will make it possible to study the phase transition of photons from a superfluid to an insulator state.

Theory for superconducting quantum circuits and signals.

Mariantoni is presently developing a self-contained formalism for the derivation of quantum-mechanical Hamiltonians of superconducting quantum circuits as well as for the quantum-mechanical treatment of signals generated by such circuits.

• PHYS242, Electricity and Magnetism 1
• PHYS342, Electricity and Magnetism 2

Yu Chen, P Roushan, D Sank, C Neill, Erik Lucero, Matteo Mariantoni, R Barends, B Chiaro, J Kelly, A Megrant, JY Mutus, PJJ O'Malley, A Vainsencher, J Wenner, TC White, Yi Yin, AN Cleland, John M Martinis
Emulating weak localization using a solid-state quantum circuit
Nature communications 5 (2014)

J Tournet, D Gosselink, GX Miao, M Jaikissoon, D Langenberg, TG McConkey, M Mariantoni, ZR Wasilewski
Growth and characterization of epitaxial aluminum layers on gallium-arsenide substrates for superconducting quantum bits
Superconductor Science and Technology 29 (6), 064004 (2016)

JH Béjanin, TG McConkey, JR Rinehart, CT Earnest, CRH McRae, D Shiri, JD Bateman, Y Rohanizadegan, B Penava, P Breul, S Royak, M Zapatka, AG Fowler, M Mariantoni
The Quantum Socket: Three-Dimensional Wiring for Extensible Quantum Computing
arXiv preprint arXiv:1606.00063 (2016)

J Wenner, Yi Yin, Erik Lucero, R Barends, Yu Chen, B Chiaro, J Kelly, M Lenander, Matteo Mariantoni, A Megrant, C Neill, PJJ O’Malley, D Sank, A Vainsencher, H Wang, TC White, AN Cleland, John M Martinis
Excitation of superconducting qubits from hot nonequilibrium quasiparticles
Physical review letters 110 (15), 150502

Please see Google Scholar for a complete list of Dr. Marinatoni's publications. 

• 2014, Early Researcher Award, Ontario Ministry of Research and Innovation
• 2013, Alfred P. Sloan Research Fellowship, Alfred P. Sloan Foundation

• Faculty, Institute for Quantum Computing

The following stories have featured Dr. Mariantoni's research:

• October 2014: Invited Talk - Building a superconducting quantum computer.

2009 PhD Physics, Technical University Munich, München, Germany

2003 MSc Physics, Chalmers University of Technology, Gothenburg, Sweden