Research course

Applied Mathematics

Institution
University of Lincoln · School of Mathematics and Physics
Qualifications
MPhil/PhD

Entry requirements

2:1 honours degree in a related subject.

Months of entry

September

Course content

Applied Mathematics is concerned with mathematical methods used in industry, science, business and engineering. Studying this subject at doctoral level is an opportunity to become an specialist in the mathematics that powers business and society.

As a researcher in the School of Mathematics and Physics, you have the opportunity to work with specialists in the field and may have the chance to develop national and international collaborations.

Research in the School follows two distinct strands: computational physics/applied mathematics and pure mathematics. Research in applied mathematics is focused on the development of numerical methods and algorithms for solving various equations found in materials science, specifically in the field of nanomaterials. This includes advanced parallelisation and adaptation of the methods for modern supercomputers.

Department specialisms

- Numerical Methods for non-linear Partial Differential Equations in Materials Science - High Performance Computing in Materials Science

Qualification and course duration

MPhil/PhD

part time
72 months
full time
36 months

Course contact details

Name
Enquiries
Email
pgenquiries@lincoln.ac.uk
Phone
+44 (0)1522 886644