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The Angelakis group at CQT Singapore (www.dimitrisangelakis.org) is looking for a postdoctoral research fellow with a strong research background and a PhD in quantum information with a focus on quantum algorithms and applications. Candidates from quantum simulations and quantum many-body physics, or implementations of quantum computing may also inquire as well.
Our leading group is concerned with research in quantum information theory, condensed matter theory and the intersection between the fields.
- We ask what information processing tasks are possible using single quantum systems as carriers of information. We think about the mathematical-theoretical foundations of quantum information, specifically about the theory of entanglement and questions of tomography, but also about ways of realizing topological quantum computing.
We have opening for two theoretical postdoc positions (initially for two years with possible extensions) in the subject of quantum simulation in noisy intermediate scale quantum (NISQ) simulators. The applicants will join the group of Professor Abolfazl Bayat at the University of Electronic Science and Technology of China (UESTC) in Chengdu, China. In order to see the research activities of the group please visit the website at: https://physqit.com/
Requirements
Submitted by
Jense on Tue, 06/10/2020 - 16:51.
We are offering a postdoc (E13) and a PhD position (E13 3/4) to highly motivated and well-qualified researchers who intend to conduct research in near-term quantum computing and simulation. Possible topics include the following:
- Notions of quantum machine learning and near-term quantum computing
- Benchmarking and tomography
- Analog quantum simulation
- Computational complexity theory
The successful candidates will work as part of the research group led by Jens Eisert at the FU Berlin. For an overview of research activities, see
Submitted by
Jense on Mon, 14/09/2020 - 13:19.
Application deadline:
Monday, September 28, 2020
We are offering both a fully funded three-year postdoctoral position (E13) and a PhD position (E13 3/4) to highly motivated and well-qualified researchers who intend to conduct research in the field of quantum error correction and related fields. The scientific project will relate to the fundamentals of topological quantum error correcting codes as well as to near-term error mitigation in realistic quantum devices. The successful candidates will work as part of the research group led by Jens Eisert at the FU Berlin.
Submitted by
Jense on Tue, 09/07/2019 - 18:31.
We invite applications for a postdoctoral position in quantum information theory at the Free University of Berlin. The position is partially funded by the PASQuanS project of the Quantum Flagship initiative, securing additional scientific visibility. The successful candidate will work as part of the research group led by Professor Jens Eisert at the FU Berlin. The position is a full E13 position initially for two years, but may be extended.
Application deadline:
Thursday, November 15, 2018
Description: We will theoretically investigate the physics of a highly excited Rydberg atom within a Bose-Einstein condensate (BEC).The candidate will be expected to help guiding students in the group and survey or develop quantum mechanical methods for the numerical modelling of the system described above.
Requirements: Essential:
1. Ph.D. or post-doctoral experience in quantum theory.
2. Experience in numerical work / simulations.
3. Experience in writing published journal papers in English.
Desirable:
Submission deadline:
Sunday, September 30, 2018
Registration deadline:
Sunday, September 30, 2018
Quantum simulation is an exceptionally vivid field of research embracing several areas of physics, ranging from atomic, molecular, and optical physics, to condensed-matter, nuclear, gravitational and high-energy physics, as well as quantum information science. The goal of quantum simulation is to address important, yet unsolved quantum Hamiltonians by “synthesizing” them in experimental quantum systems so as to directly measure the properties of these models, otherwise very hard to be handled by classical computations.
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