Mathematics University of Lincoln

Overview

The Mathematics degree at the University of Lincoln offers students a rigorous exploration of both pure and applied mathematical concepts. This four-year programme is designed to develop advanced problem-solving abilities and technical expertise through a blend of theoretical study and practical application. Students are encouraged to engage with complex research projects alongside expert academic staff.

Why Mathematics at University of Lincoln?

The University of Lincoln is recognised for its excellence in teaching, having ranked 3rd in the UK for teaching satisfaction in the Guardian University Guide 2025. The programme is accredited by the Institute of Mathematics and its Applications (IMA), ensuring the curriculum meets high professional standards. Students benefit from guest speakers, additional problem-solving tutorials, and the opportunity to work within the Charlotte Scott Centre for Algebra.

Tuition Fee Breakdown

• International fee: GBP 18300 per year
• National fee: GBP 9535 per year

Visit the Fees and Funding section for a breakdown in your local currency.

Syllabus

The curriculum is structured to provide a solid foundation in the first three years, followed by advanced Master's level study in the final year. Modules may include:

Year 1

• Algebra
• Calculus
• Computer Algebra and Technical Computing
• Mathematical Proof
• Linear Algebra
• Probability and Statistics

Year 2

• Algebraic Structures
• Coding Theory
• Complex Analysis
• Differential Equations
• Scientific Computing

Year 3

• Numerical Methods
• Optimisation and Operational Research
• Fluid Dynamics
• Mathematics Pedagogy

Master's Level

• Financial Kinetics
• Lie Algebras
• Mathematics Masters Project

Careers with Mathematics

Graduates from the University of Lincoln are well-prepared for diverse roles across multiple high-growth sectors. The analytical and numerical skills developed during the programme are highly valued in finance, banking, and scientific research. Many graduates secure positions in government, computing, and engineering, or pursue emerging opportunities in artificial intelligence, robotics, and computational modelling. The degree also provides a strong foundation for those entering the teaching profession or continuing into further postgraduate research.

Accreditation

This programme is accredited by the Institute of Mathematics and its Applications.