Program Overview

Mathematics Project Module (MA40001)

The Mathematics Project module is designed to investigate an area of mathematics, developing logical, presentation, and research skills. Students will be supported throughout by a supervisor.

Module Details

• Credits: 30
• Module code: MA40001
• Level: 4
• Semester: Both Semester 1 and 2
• School: School of Science and Engineering
• Discipline: Mathematics

What You Will Learn

In this module, students will:

• Study problems in mathematical depth
• Learn to apply mathematics in different contexts
• Learn to communicate mathematical ideas
• Develop transferable skills (e.g., problem-solving, coding, project management, and presentation)

By the end of this module, students will be able to:

• Independently study a novel topic
• Communicate findings through verbal presentations, poster presentations, and written reports
• Critically analyze findings

Assignments/Assessment

• Coursework (100%)
  • The coursework includes interim and final reports, verbal and poster presentations.
  • This module does not have a final exam.

Teaching Methods

Students will work independently and meet regularly with their project supervisor. Seminars will support coding and presentation skills, allowing students to present in front of their peers. Regular reports will provide feedback to help develop the project.

Courses

This module is available on the following undergraduate courses:

• Mathematics MMath (Hons)
• Mathematics and Financial Economics BSc (Hons)
• Mathematics BSc (Hons)
• Mathematics and Psychology BSc (Hons)
• Accountancy and Mathematics BSc (Hons)
• Mathematics and Economics BSc (Hons)
• Mathematical Biology BSc (Hons)
• Mathematics and Astrophysics BSc (Hons)

Example Project Topics

Some example project topics include:

• How does Google search?
• How does your Sat Nav work?
• Efficient methods for storing large datasets
• Geometry and its structure
• Galois theory
• Cryptographic schemes
• The mathematics of rogue ocean waves
• Mathematical modelling of brain tumour treatment
• Measure, integration, and probability theory
• Time-splitting spectral methods for Schrodinger's equation
• How to denoise an image?