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quantum systems can range from Markovian (“no memory”) to non-Markovian, where information is exchanged in both directions between system and environment. The relationships between light emission, quantum
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application. Entry Requirements Acceptable first degree - Mathematics. 1st class BSc or 2:1 Masters or equivalent. Start Date: 1 October 2026 Additional Funding Information This PhD project is in a competition
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developed during this work will deepen our understanding of nonlinear wave phenomena in fluid mechanics and contribute to the broader theory of interfacial flows. This PhD project is in a competition for a
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the pregnant person could decide on an elective Caesarean Section (CS) that would be preferred over the emergency CS that would likely result if a natural childbirth would be attempted. The PhD project will
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groups, and the project will begin by making this precise in the p-adic case. It will then aim to transfer information obtained by studying this 2-representation across the local Langlands correspondence
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, the research aims to enhance responsiveness, efficiency, and scalability. Leveraging the ultra-reliable, low-latency communication and high data throughput enabled by 5G networks, the study seeks to facilitate
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-time Start date 1 October 2026 Funding Information: This PhD project is in a competition for a Faculty of Science funded studentship. Funding is available to UK applicants and comprises ‘home’ tuition
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Start date: 1 October 2026 Additional Funding Information This project is awarded with a 4-year Norwich Research Park Biosciences Doctoral Training Partnership PhD CASE studentship with Inspiralis Limited
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. The standard minimum entry requirement is 2:1 in Computing science or related fields. Mode of Study Full-time Start Date 1 October 2026 Funding Information: This PhD project is in a competition for a Faculty of
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, Biochemistry, or Natural Sciences. Minimum academic requirement - A 2:1 undergraduate degree with a Masters qualification. Start Date: 1 October 2026 Additional Funding Information This PhD project is in a