At a Glance
- Tasks: Join a research team to explore algebraic number theory and contribute to groundbreaking projects.
- Company: Dynamic university with a focus on innovative mathematical research.
- Benefits: 41 days annual leave, flexible working, generous pension, and family-friendly policies.
- Other info: Exciting opportunities for professional development and networking at international conferences.
- Why this job: Make a real impact in pure mathematics while collaborating with leading experts.
- Qualifications: PhD in pure mathematics with expertise in algebraic number theory required.
The predicted salary is between 40000 - 50000 £ per year.
Research Associate position in the School of Mathematical and Physical Sciences, funded by an EPSRC Grant 'Sharifi conjecture for Bianchi 3-manifolds', fixed term 36 months, starting 1st October 2026. Project involves developing new tools in deformation theory of residually reducible Galois representations and studying cohomology of Bianchi 3-folds to prove Sharifi’s conjecture. Working with a group of six academic staff specializing in the Langlands programme.
Main Duties And Responsibilities
- Contribute to and support the work of the research group, including giving and attending local working seminars and collaborating.
- Prepare high-quality research publications.
- Prepare papers for journals and present at national and international conferences to disseminate research findings.
- Attend international conferences and give talks.
- Read academic papers, journals and textbooks to stay abreast of developments and brief colleagues.
- Participate in ethical decision-making, embedding the University sustainability strategy into working activities where possible.
- Carry out other duties commensurate with the grade and remit of the post.
Qualifications & Requirements
- PhD (or equivalent) in a relevant area of pure mathematics.
- Strong background in algebraic number theory or arithmetic algebraic geometry, with expertise in Cohomology of arithmetic groups, algebraic K-theory, or deformations of Galois representations.
- Experience of postdoctoral research.
- Experience of report writing, giving presentations and publishing research for peer‑reviewed journals.
- Ability to work well independently and as part of a team.
- Ability to handle multiple simultaneous demands and meet deadlines.
- Proven ability to conduct innovative, cross-disciplinary research in pure mathematics.
- Ability to organise resources, plan and progress work activities.
- Ability to show personal initiative, reliability and attention to detail.
Salary & Duration
- Grade: 7
- Work arrangement: Full-time
- Duration: 36 months (from 1st October 2026)
- Line manager: Senior Lecturer
- Direct reports: N/A
Benefits
- A minimum of 41 days annual leave including bank holiday and closure days, with the ability to purchase more.
- Flexible working opportunities, including hybrid working for some roles.
- Generous pension scheme.
- A wide range of discounts and rewards on shopping, eating out and travel.
- Staff networks for social interaction and peer support.
- Acknowledgement awards for outstanding contribution.
- Commitment to development with learning and mentoring schemes.
- Family‑friendly policies including paid time off for parenting and caring emergencies, menopause support, paid time off and support for fertility treatment, and more.
Contact
For informal enquiries about this job contact Tobias Berger, Senior Lecturer: t.t.berger@sheffield.ac.uk
Research Associate in Algebraic Number Theory in Sheffield employer: The University of Sheffield
As a Research Associate in the School of Mathematical and Physical Sciences, you will join a vibrant academic community dedicated to pioneering research in algebraic number theory. Our commitment to employee well-being is reflected in our generous benefits package, including 41 days of annual leave, flexible working arrangements, and robust support for professional development. Located in a dynamic university environment, we foster a collaborative culture that encourages innovation and provides ample opportunities for networking and growth within the field.
Contact Details:
The University of Sheffield Recruitment Team
