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Field
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PhD in Quantum Error Correction and its Applications School of Mathematical and Physical Sciences PhD Research Project Self Funded Dr Yingkai Ouyang, Prof Pieter Kok Application Deadline: 15
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Deadline: All year Round How to apply:uom.link/pgr-apply UK only This PhD studentship is open to Home (UK) EU applicants with pre-settled status (funded by TWI Ltd). The successful candidate will
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this link, make an account, and submit an application via the university online admissions portal (via the above ‘Apply’ button). This link is unique to the MIBTP programme; please do not use any other link
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. Applicants should have, or expect to achieve, at least a 2.1 honours degree or a master’s (or international equivalent) in a relevant science or engineering related discipline. To apply, please contact
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Funder: Astra Zeneca Duration: 4 years from October 1st 2026 Supervisors: Prof Paul Midgley (University of Cambridge) and Dr Okky Putra (Astra Zeneca) Location: The studentship will be based in
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random and deterministic systems and point configurations. Potential applications include lattices, point processes, random matrices, and random walks on groups. During the project you will work
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January 2026. Later dates are possible, please contact Dr Andrew Viquerat once the deadline passes. You will need to meet the minimum entry requirements for our PhD programme . How to apply Applications
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, Synthetic Biology Applied Mathematics, Computer Science/AI, or Control Engineering Biological laboratory skills Programming / Software Engineering Electrical Engineering and robotics prototyping Application
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application of computational tools for the early detection and deconstruction of chromosomal instability in cancer” For further information about the research group, including their most recent publications
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PhD Studentship: The Role of O-glycosylation of the Stalk Region of the Immunoglobulin Receptor GPVI
: Informal enquiries should be directed to Dr Alexandre Slater (a.slater@bham.ac.uk ) or Prof Steve Watson (s.p.watson@bham.ac.uk ) who will form the supervisory team. To make a formal application to the