PostDoc

Within the the EU QT-Flagship, the OpenSuperQ consortium will build a cloud-based superconducting quantum computer at Chalmers University of Technology in Sweden. As part of this effort, we are currently seeking a Postdoc in Computational Quantum Chemistry, who will work in the Chalmers team modelling physical systems on quantum computers.

The quantum group in Malta is looking to recruit an experienced postdoctoral researcher in the field of topological optomechanical devices. This is a two-year position funded by the Julian Schwinger Foundation.

This project aims to investigate optomechanical arrays as a platform for the amplification, processing, and routing of phonons. It will feature close collaboration with Dr Vittorio Peano (Max Planck Institute for the Science of Light, Erlangen).

The Quantum Technologies Group at the University of Tennessee (http://quantum.utk.edu) is accepting applications for postdoctoral positions to start Fall 2019. We are particularly interested in candidates with experience in quantum sensing and applications. The positions are for two years with a possible extension to three years and limited to US citizens. If you are interested in applying, please send a current CV, list of publications, a research proposal, and the names of three references.

The Oxford-based group of Professor Simon Benjamin (see QTechTheory.org) is looking for an exceptionally talented and motivated theorist to join the team. The successful applicant will perform research in one or more of the following topics: quantum algorithms, compilers, architectures, and error tolerance protocols. Close interaction is anticipated with experimental groups in Oxford, across the UK, and internationally.

We will have a 3-years senior-post-doc position (ricercatore di tipo a) in the Algebra group of the Mathematics Department of Trento University.

The position is funded by the "Q@TN - quantum at Trento" initiative on quantum science and technology (www.quantumtrento.eu) and the selected candidate is expected to work on the interdisciplinary project:

Algebraic Geometry methods for Matrix Product States

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