BSc Hons Mathematics

3 Years On Campus Bachelors Program

University of Nottingham

Program Overview

The BSc (Hons) Mathematics at the University of Nottingham is a three-year program designed to develop strong analytical, logical, and problem-solving abilities through a balanced mix of pure and applied mathematics. It’s ideal for students who enjoy theoretical thinking but also want the flexibility to explore statistics, modelling, computation, or mathematical physics.

Curriculum Structure

Year 1
Your first year focuses on building a strong mathematical base across all major areas. Core modules include Algebra, Applied Mathematics, Core Mathematics 1 & 2, and Probability & Statistics, giving you a solid introduction to calculus, linear algebra, differential equations, and statistical reasoning while developing confidence in mathematical methods.

Year 2
In the second year, you move into deeper and more abstract areas of mathematics. Compulsory modules such as Complex Analysis and Real Analysis sharpen your understanding of functions, continuity, and the logical structure of proofs. Alongside these, you can choose options like Algebra & Number Theory, Methods for Differential Equations, Markov Chains, Scientific Computation, Linear Models, or Vector Calculus & Electromagnetism, allowing you to shape the direction of your degree.

Year 3
Your final year includes the Mathematics Group Project, where you work collaboratively on an in-depth mathematical investigation or applied modelling challenge. You also choose from advanced optional modules such as Coding & Cryptography, Applied Statistical Modelling, Communicating Mathematics, Discrete Mathematics & Graph Theory, Advanced Quantum Theory, and others, helping you specialise in the areas most aligned with your interests and career plans.

Focus Areas:
Pure mathematics, applied mathematics, statistics, mathematical modelling, computation, graph theory, and mathematical communication.

Learning Outcomes:
Students graduate with strong skills in mathematical reasoning, the ability to build and evaluate rigorous proofs, confidence in applying mathematical methods to complex real-world problems, and experience in presenting and communicating advanced mathematical ideas effectively.

Professional Alignment (Accreditation):
The mathematics degrees at Nottingham are aligned with the standards of the Institute of Mathematics and its Applications (IMA), supporting pathways toward professional analytical and mathematical careers. Students also receive dedicated employability support, including internship preparation, employer events, and career guidance throughout the degree.

Experiential Learning (Research, Projects, Internships etc.)

The BSc Mathematics at Nottingham is built to help you learn mathematics by doing mathematics. From your first year, you work through problem-solving workshops, mathematical modelling exercises, and interactive classes that mirror how mathematics is actually used in research, finance, and technology. As you progress, you’ll take modules that include coding, numerical analysis, and applied problem-solving, so you gain experience using mathematics in digital and computational settings — not just on paper.

In your final year, a dedicated Mathematics Group Projects module gives you the chance to work in a small team on an open-ended mathematical challenge. You will research the problem, divide tasks, write a formal report, and present your findings — very similar to the way mathematicians collaborate in industry or research roles.

To transition into the details of the hands-on learning you’ll gain, here are the key experiential elements:

Key Experiential Features

Group Projects: In year three, you complete a group project module where you collaboratively explore a substantial mathematical question, produce a report, and present your results — building teamwork and communication skills.
Computational Coursework: Many modules require computing assignments and numerical investigations. You will regularly work in computer labs, using mathematical software to carry out simulations, visualisations, and algorithmic problem-solving.
Diverse Assessment: Instead of relying only on exams, the programme uses coursework, computing tasks, group work, oral presentations, and research-style assignments, helping you strengthen both analytical and practical skills.
Active Teaching Methods: Learning happens through a mix of lectures, tutorials, problem classes, seminars, workshops, and dedicated computer-lab sessions. This gives you constant opportunities to practise techniques as you learn them.
High-Performance Computing Access: The School of Mathematical Sciences uses a high-performance computing suite, allowing students to experience large-scale numerical computation, modelling, and data analysis when relevant to their modules.
Modern Mathematics Building: You study in a purpose-built space with computer rooms, group-work pods, breakout areas, and common rooms designed for collaboration, discussion, and individual study.
Laptop Lending Scheme: Mathematics students have access to a free laptop-hire service, especially helpful for computational assignments, group projects, and independent work.
Library & Research Resources: Nottingham’s extensive library network gives you access to silent study zones, group study rooms, digital mathematical journals, ebooks, databases, and specialist research materials.

Progression & Future Opportunities

With a strong grounding in core mathematics and the freedom to explore pure mathematics, applied mathematics, and statistics, this degree builds analytical thinking that employers actively seek. Graduates commonly move into roles such as data analyst, actuarial analyst, financial analyst, software consultant, or teaching — or continue into advanced academic pathways.

Typical roles graduates land:

Actuarial Analyst
Data Analyst
Financial Analyst
Junior Software Consultant
Maths Teacher
Tax Consultant
Trainee Meteorologist

What Makes This Degree Valuable for Your Career:

University Services & Employability Support
- The Careers and Employability Service offers personalised coaching on CVs, application writing, interview practice, and job-hunting strategies throughout your studies.
- Peer-Assisted Study Sessions (PASS) help you reinforce your mathematical understanding while developing leadership, mentoring, and communication skills.
- Tutorials, workshops, and small-group problem-solving sessions strengthen teamwork and analytical communication — skills that employers consistently value.
Employment Statistics & Salary
- Around 86% of mathematical sciences students secure employment or progress to further study within 15 months of graduating.
- Average starting salaries sit around £27,000, with strong growth in the years that follow.
- Longer-term data shows mathematics graduates progressing into well-paid, skilled careers with steady salary increases at the 3- and 5-year points after graduation.
University–Industry Engagement
- Nottingham is regularly among the most targeted universities by major UK employers, giving you strong visibility with companies in finance, technology, consulting, data, and government.
- Graduates commonly join organisations such as major banks, financial firms, government departments, tech companies, and research centres — demonstrating the relevance of Nottingham’s mathematical training.
- Industry advisory links support curriculum relevance and provide students with insights into real employer expectations through talks, events, and networking opportunities.
Accreditation & Long-Term Value
- The degree is built on high academic standards and is taught by active researchers, giving you a qualification that is both respected and future-focused.
- A balanced structure across pure mathematics, applied mathematics, and statistics ensures your skill set is versatile, transferable, and in demand.
- Group projects, presentations, and problem-solving sessions help strengthen communication and collaboration — essential for roles in consulting, finance, analytics, and research.
Outcomes After Graduation
- A large proportion of graduates move into highly skilled roles in finance, consulting, technology, data science, and government.
- Many continue directly into postgraduate study, benefiting from Nottingham’s strong research environment.
- Long-term, mathematics graduates from Nottingham are well-positioned for competitive careers thanks to their problem-solving mindset, quantitative abilities, and communication skills.

Further Academic Progression:

After completing this BSc, you have excellent academic pathways ahead:

Master’s Degrees: You can progress into an MSc in Mathematics, Applied Mathematics, Statistics, Data Science, Financial Mathematics, or related fields.
Doctoral Research (PhD): For students interested in advancing mathematical knowledge, a PhD in pure or applied mathematics is a natural next step.
Professional Pathways: Many graduates pursue actuarial qualifications, data-science certifications, finance-related training, or even an MBA to combine quantitative expertise with leadership skills.