University College London
1 week ago
Fully Funded PhD in System Dynamics Modelling for Children with Complex Health Needs University College London in United Kingdom
Degree Level
PhD
Field of study
Computer Science
Funding
Fully funded PhD studentship from February 2027 to September 2030. Includes a tax-free stipend at UCL's standard doctoral stipend rate (approximately £1,983.75 per month for 2026/27), full tuition fees at the appropriate rate for successful applicants, a research training allowance, and funding to purchase a laptop. International applicants are welcome.
Deadline
Oct 25, 2026
Country
United Kingdom
University
University College London
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About this position
University College London (Department of Mathematics) is advertising a fully funded PhD in system dynamics modelling and operational research for services supporting children and young people with complex health needs.
The project is part of the NIHR/EPSRC-funded SPROCKET Hub (Systems and Process Redesign and Optimisation at Childhood Key Events and Transitions). The student will work with Professors Sonya Crowe, Christina Pagel, and Nici Zimmermann, and will be based primarily at the Clinical Operational Research Unit (CORU) within UCL Mathematics.
Research topics include applied mathematics, mathematical modelling, health informatics, and the use of system dynamics simulation to understand transitions for children with complex health needs, including moving from hospital back home and starting school or changing school phases. The work is multidisciplinary and involves collaboration with healthcare, social care, education, parents, community facilitators, and other stakeholders.
Funding includes a tax-free stipend at UCL's standard doctoral rate, full tuition fees, a research training allowance, and laptop funding. For 2026/27, the stipend is approximately £1,983.75 per month. International applicants are welcome, with tuition covered at the appropriate rate for successful applicants.
Eligibility highlights: an upper second-class UK Bachelor's degree in Mathematics, Operational Research, System Dynamics, or a relevant subject (or equivalent), with many successful applicants holding an MSc/MSci at merit or distinction level. The project also includes teaching assistant duties, so a strong mathematics background is required.
Applications are submitted online via UCL Postgraduate Applications. Applicants should select Research Degree: Mathematics (degree code RRDMATSING01), list the three supervisors in the Proposal section, and state interest in the SPROCKET project. The application should explain motivation for the PhD, interest in the project, and relevant skills, experience, and qualifications. Deadline: 25 October 2026.
Funding details
Fully funded PhD studentship from February 2027 to September 2030. Includes a tax-free stipend at UCL's standard doctoral stipend rate (approximately £1,983.75 per month for 2026/27), full tuition fees at the appropriate rate for successful applicants, a research training allowance, and funding to purchase a laptop. International applicants are welcome.
What's required
Applicants need at least an upper second-class UK Bachelor's degree in Mathematics, Operational Research, System Dynamics or another relevant subject, or an equivalent international qualification. Successful applicants usually hold an MSc or MSci at merit or distinction level. Candidates must have sufficient mathematics content in their background degree to support teaching assistant duties, must be able to start in February 2027, and should have an interest in system dynamics and willingness to work closely with stakeholders across healthcare, social care and education.
How to apply
Apply online through UCL Postgraduate Applications and select Research Degree: Mathematics (degree code RRDMATSING01). In the Proposal section, name Sonya Crowe, Christina Pagel and Nici Zimmermann as your potential supervisors and mention the SPROCKET project. Include your interest in the project, motivation for a PhD, and relevant skills, experience and qualifications.
More information can be found here
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