70 high-performance-quantum-computing-"https:" "https:" "https:" "https:" "https:" research jobs at University of Sydney
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to the University’s leadership in the discipline. Working independently and collaboratively within the Quantum Integration Laboratory and broader Quantum Science Group , the Fellow will design and deliver high-quality
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theory of fault-tolerant quantum computing background in quantum information theory as applied to quantum many body systems and spin lattices. Pre-employment checks Your employment is conditional upon
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, development of a cryogenic cosmic-ray detector, dilution refrigerator operation, and nanofabrication of radiation-resilient qubit designs, with access to Rigetti Computing 's quantum processor through
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Accelerator: https://www.snowmedical.org.au/vision-accelerator The successful candidate will join the Sivyer Laboratory, led by Assoc. Prof. Benjamin Sivyer, which focuses on understanding physiological and
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· Part time fixed term until 2 March 2027 · Research Fellow role supporting research program in skin cancer prevention and treatment for high‑risk populations-including high risk kidney
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Computational Condensed Matter. In this role, the associate will apply and expand their research expertise to advance the School’s research agenda, conducting independent or team-based scholarly work under the
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advanced scientific computational techniques and research related software packages an understanding of modern scientific computing tools, including high-performance and high-throughput computing
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Full time, fixed term opportunity for two years, located at the School of Chemistry, Camperdown Campus Sydney Opportunity to drive a high-impact research program using catalytic air-gap
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challenges affecting cognition, learning, behaviour, adaptive functioning, and overall wellbeing. Individuals with FASD often experience difficulties across education, engagement with the justice system
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communications skills, interacting with a variety of researchers and stakeholders experience in at least one (1) of the following topics: representation theory (e.g. Lie/quantum groups, Hecke algebras and related