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Field
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of many-body physics problems in digital quantum computers. Hybrid quantum-classical algorithms for quantum simulation and testing on real hardware. Quantum-computing enhanced sensing. Mandatory
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, instruments and equipment. In addition, we develop laboratory test setups and simulation tools in the areas of imaging detectors, optical communication and quantum communication. You are encouraged to visit
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the theoretical foundations for future applications at the intersection of spintronics, magnonics and quantum information science. Successful candidates will apply and further develop theoretical methods
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science. The research at the QNM-I covers a broad range of foundational and applied investigations on topics including quantum computation, control, measurement, communication, and simulation. The QNM-I is an active
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Tenure Track Assistant Professors in Theory and Freestanding Oxide Membranes for Energy Applications
for advancements in the emerging fields of ionotronics and twistronics. The candidate in the theoretical position will advance algorithms and computer simulations within the Section for Atomic Scale Materials
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build highly coherent quantum machines capable of creating massively entangled quantum states for computing, simulation, sensing, and metrology. Project background Neutral atoms are one of the most
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approaches for the evaluation and validation of quantum simulations of quantum materials, including realistic treatment of uncertatinty and systematic error across experimental, classical computing, and
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. Position 1: Attosecond electron dynamics This position is part of the DOE-funded Early Career project "Rigorous quantum simulation tools for correlated attosecond electron dynamics in molecules." It will
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‑secure communication (e.g., advanced QKD networks), distributed quantum computing, quantum‑secure enterprise connectivity and quantum teleportation services across metropolitan or regional distances
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and computational modelling aspects of the project, extending our work on symmetry-protected quantum states in interacting many-body systems and their implementation in superconducting quantum circuits