About this course
Students are supported and encouraged to submit papers to international scientific journals, present findings at conferences, and share knowledge with colleagues across the University.
Research in the School follows two strands: computational physics/applied mathematics and pure mathematics. Research in applied mathematics is focused on developing numerical methods and algorithms for solving various equations found in materials science, specifically in nanomaterials. This includes advanced parallelisation and adaptation of the methods for modern supercomputers.
Study Options
This course is available in 4 study options:
Duration: 2 Years
Qualification: PhD
Location: Lincoln
Duration: 3 Years
Qualification: PhD
Location: Lincoln
Duration: 1 Year
Qualification: MSc (Res)
Location: Lincoln
Duration: 2 Years
Qualification: MSc (Res)
Location: Lincoln
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Course Details
- Qualification
- Doctor of Philosophy - PhD
- Study Mode
- Full-time
- Duration
- 2 Years
- Start Date
- 2025
- Academic Year
- 2025
- Campus / Location
- Lincoln
- Scheme
- Undergraduate