Elie

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Description

Elie Bermot joined the Quantum Device Lab for the Spring Semester 2021 to carry out a semester project entitled "Generation and characterization of 2D many body quantum states using a novel 2D photon source chip" within the the ETH Zurich Master program (MSc ETH Quantum Engineering).

Office
HPV F 7.1
E-mail
ebermot@student.ethz.ch
Last Name
Bermot
Type
Member

James

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James O'Sullivan will join the Quantum Device Lab in February 2021 as a postdoc. His research will focus on quantum optics interactions in superconducting circuits. He obtained an MPhys degree in physics from the University of Oxford and a PhD in quantum condensed matter physics from University College London, during which he focused on coupling superconducting resonators to ensembles of spins to create a quantum memory.

Position
Phone
+41 44 63 39101
Office
HPF D5
E-mail
james.osullivan@phys.ethz.ch
Last Name
O'Sullivan
Type
Member

Implementation of Conditional Phase Gates Based on Tunable ZZ Interactions

Quantum computers, which have the capability to outperform classical computers on specific computational tasks, heavily rely on high-performance two-qubit gates for the realization of quantum algorithms.  In superconducting circuits, two-qubit gates are typically based on a transversal qubit-qubit coupling, implemented either by rf-control or the in-situ frequency tunability of computational qubits.

Vittorio Buccheri

Submitted by cberchto on Thu, 10/29/2020 - 10:54
From
University of Pisa, Italy
Talk Title
Electrical and thermal measurements on Superconducting proximized structures
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Aniruddha Deshpande

Submitted by cberchto on Thu, 10/29/2020 - 10:52
From
IISER Pune, India
Talk Title
Microwave Single Photon detection using Superconducting circuits
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A hardware-efficient gate set for superconducting qubits is shown to improve the performance of deep quantum optimization algorithms.

Quantum computers have the potential to solve problems that today’s computers cannot solve in a reasonable amount of time. However, their computations are not yet reliable, meaning that algorithms with many operations cannot be executed without significant errors. This article presents a method to reduce these errors by reducing the total number of operations required to execute a quantum optimization algorithm. This work thereby offers an approach to solving more complex problems on existing and near-term quantum computers.

June 2020

Submitted by smatosevic on Thu, 08/27/2020 - 15:20
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(first row, from left to right): Ants Remm, Andreas Wallraff, Dante Colao Zanuz, Yongxin Song, Michael Kerschbaum, Ekaterina Al-Tavil; (second row, from left to right): Pierre-Antoine Mouny, Nathan Lacroix, Bahadir Dönmez, Christopher Eichler, Stefania Lazăr, Jean-Claude Besse; (third row, from left to right): Sebastian Krinner, Michele Collodo, Christian Andersen, Francesca Bay, Akin Abdulkadir, Kevin Reuer; (fourth row, from left to right): Johannes Herrmann, Ivan Tsitsilin, Adrian Copetudo, Leon Raabe, Simon Storz, Andrés Rosario Hamann; (fifth row, from left to right): Cindy Donati, Lucien Wernli, Laurent Michaud, Adithyan Radhakrishnan, Christoph Hellings, Manuel John; (sixth row, from left to right): Graham Norris, François Swiadek, Mihai Gabureac

Shooting Date