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emerged as the most rapidly developing quantum information platform. Error-corrected quantum processing has recently been demonstrated in Rydberg-atom arrays, such that the technology to connect different
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been demonstrated in Rydberg-atom arrays, such that the technology to connect different processing units will be an important next step towards large-scale, fault-tolerant modular quantum computation
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suppress physical errors using quantum error correction techniques. This project aims to develop computer architecture and systems research techniques to enable the transition from current noisy devices
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technologies. Mathematical aspects of quantum information theory, such as quantum error correction and topological quantum computing. Theoretical and mathematical tools for quantum simulations, including
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technologies. Mathematical aspects of quantum information theory, such as quantum error correction and topological quantum computing. Theoretical and mathematical tools for quantum simulations, including
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superconducting qubits or quantum error correction, experimental or theoretical, such as quantum error correction codes, low-temperature transport, microwave electronics, nano-fabrication, and quantum control
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. Additionally, opportunities afforded by quantum physic such as entanglement and superposition can be harnessed in the design of error correction codes. Research into tailored error correction codes for quantum
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Automation and Tools for Quantum Circuits, Efficient Mapping of Quantum Algorithms on Quantum Machines, Quantum Hardware-Aware Optimizations for QML, Quantum Computational Algorithms, and Error Correction
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physics of learning. The successful candidate will have the opportunity to work in topics of quantum error correction such as self-correction and LDPC codes, topics of quantum many-body dynamics and
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-efficient quantum error correction. Quantum-Enabling Technologies: This research direction involves the development of next-generation technologies essential for advancing quantum applications. It includes