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to research Desirable Experience with nonperturbative methods Experience with conformal field theory and holography Experience with scattering amplitudes Experience with thermalization and quantum chaos About
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Exponents In Many-Body Hamiltonian Systems. This project aims to approach statistical mechanics using elements from integrable systems theory. This mathematical and computational approach intends to show that
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background in the theory of quantum computing and simulation. Please direct enquiries about the role to Professor Andrew Daley. Only applications received before midday (UK time) on 5 December 2025 can be
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of Mathematics, in areas related to algebraic geometry, quantum topology, representation theory, and interactions with quantum field theory and string theory. The Opportunity: These PDRA positions will start on
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, including quantum field theory, condensed matter physics and/or quantum information theory. Applicants will be expected to have, or be close to completing, a PhD in theoretical or mathematical physics or a
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representations: orders, lattices and deformations”. This project aims to study modular and integral representations of finite groups using methods coming from the representation theory of finite-dimensional
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frameworks for quantum machine learning, including conformal quantum prediction and uncertainty quantification in quantum models; Theoretical and algorithmic advances rooted in statistical learning theory
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engagement activities, especially in documentary and podcast work. It is expected that the appointee will author their own publications from research undertaken within the Project, contribute to some of the
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engagement activities, especially in documentary and podcast work. It is expected that the appointee will author their own publications from research undertaken within the Project, contribute to some of the
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electronics and software. The post-holder will also have the opportunity to teach. The post-holder will have the opportunity to teach. Applicants should hold a PhD, or be close to completion in physics