Philosophy and Mathematics MA (Hons)

4 Years On Campus Bachelors Program

University of Edinburgh

Program Overview

The MA (Hons) in Philosophy and Mathematics is an interdisciplinary programme that combines rigorous mathematical training with philosophical analysis, ideal for students interested in logic, foundations of mathematics, and critical reasoning. It is suited for those who wish to explore both abstract mathematical concepts and philosophical questions about knowledge, reasoning, and truth.

Curriculum Structure

Year 1
Students start with foundational mathematics courses such as Introduction to Mathematics at University, Linear Algebra 1, and Introduction to Mathematical Analysis, alongside introductory philosophy modules like Introduction to Philosophy and Logic. This year provides a strong base in both analytical reasoning and philosophical thinking.

Year 2
The second year deepens mathematical knowledge with Several Variable Calculus and Differential Equations, Probability and Statistics, and Fundamentals of Pure Mathematics. Philosophy modules include Ethics, Metaphysics, and Philosophical Logic, allowing students to develop both rigorous mathematical and philosophical skills.

Year 3
In the third year, students focus on advanced modules in mathematics such as Honours Analysis, Honours Algebra, and Mathematical Logic, alongside philosophy modules like Philosophy of Mathematics, Epistemology, and Philosophy of Science. Students also begin a major project or dissertation integrating philosophical and mathematical perspectives.

Year 4 (Honours completion)
The final year allows for specialised study in both disciplines. Advanced mathematics options may include Set Theory, Topology, and Advanced Mathematical Logic, while philosophy modules may include Philosophy of Mind, Advanced Logic, and Philosophy Project. The year culminates in a substantial dissertation that bridges mathematics and philosophy, demonstrating independent analytical and critical thinking.

Focus areas: Mathematical logic, foundations of mathematics, philosophy of mathematics, critical reasoning, analytic philosophy

Learning outcomes: Students will develop strong analytical, logical, and mathematical skills; the ability to apply rigorous reasoning across mathematics and philosophy; and the capability to conduct independent interdisciplinary research

Professional alignment (accreditation): Prepares students for careers in academia, research, data analytics, law, or other fields requiring strong analytical and logical skills

Reputation (employability rankings): The University of Edinburgh is highly regarded for both its School of Mathematics and its Department of Philosophy, producing graduates with unique interdisciplinary expertise valued in academia and analytical professions

Experiential Learning (Research, Projects, Internships etc.)

The Philosophy and Mathematics MA at Edinburgh offers a distinctive combination of rigorous mathematical training and philosophical inquiry. Students engage in analytical reasoning, logical problem-solving, and critical thinking through interactive tutorials, workshops, and project-based learning. The program emphasizes practical application of abstract concepts, encouraging students to explore the connections between mathematics, logic, and philosophy in both individual and collaborative settings.

Key experiential learning opportunities include:

Interactive tutorials and workshops: Small-group sessions to develop problem-solving, logical reasoning, and analytical skills across mathematics and philosophy.
Computational tools and software: Use of mathematical software such as MATLAB or Python to support logic, modeling, and analytical projects.
Group projects: Collaborative exercises that integrate philosophical reasoning with mathematical problem-solving, enhancing communication and teamwork skills.
Final-year project: Students complete an independent dissertation that can combine philosophical analysis with mathematical logic or modeling, supervised by faculty.
Peer support and mentoring: Access to MathsBase and peer-assisted learning schemes for mathematics, alongside philosophy discussion groups for collaborative learning.
Research integration: Opportunities to engage with research in mathematical logic, philosophy of mathematics, and related interdisciplinary fields.
Optional study abroad: Opportunities to broaden academic and cultural perspectives through international study programs.
Facilities: Dedicated study spaces such as MathsHub, access to specialized libraries for both mathematics and philosophy, computing facilities, and research institutes supporting interdisciplinary learning.

Progression & Future Opportunities

Graduates from the Philosophy and Mathematics MA programme are well-prepared for careers in data analysis, logic and AI, finance, research, and education. Typical roles include data analyst, consultant, researcher in logic or AI, and university lecturer. The programme combines rigorous mathematical training with philosophical reasoning, equipping graduates with exceptional analytical, problem-solving, and critical thinking skills:

University Services: The Careers Service offers personalised guidance, internship and placement support, CV and interview workshops, and networking opportunities with alumni across philosophy, mathematics, and tech industries.
Employment Stats & Salaries: Graduates typically earn between £28,000–£35,000 in early roles, with strong prospects in finance, analytics, and research sectors.
University–Industry Partnerships: Students gain applied experience through research projects and collaborations that link mathematical logic with practical applications in AI, technology, and finance.
Long-term Accreditation Value: The integrated training in philosophy and mathematics provides a versatile foundation for careers in both analytical and research-based professions.
Graduation Outcomes: Students leave with strong quantitative, logical, and critical reasoning skills, combined with experience in research projects that bridge theoretical and practical applications.

Further Academic Progression:

Graduates can pursue MSc programmes in Mathematics, Data Science, Logic and Computation, or Philosophy with a focus on logic and reasoning.
Those interested in research or academia can continue to a PhD in Mathematics, Philosophy, Logic, Artificial Intelligence, or interdisciplinary fields combining these areas.

Additional Information & Requirements

A-LEVEL: Students must present A*A*A* to A*AB in one exam sitting, including Mathematics at A*, with Further Mathematics preferred. The Mathematics grade must be achieved within two academic years of entry.
IB: Successful applicants typically score 36 points with 665 HL to 34 points with 655 HL, including HL Mathematics (Analysis & Approaches) at grade 6 completed within the last two years. They must also hold SL English at grade 5, with other HL subjects from any discipline.
INDIA (CBSE / CISCE / STATE BOARDS): Students must have Class XII with five subjects and 80% overall, including 80% in required subjects, or 85% where an A-equivalent is needed. CBSE Applied Mathematics is not accepted for fulfilling the Mathematics requirement.
AMERICAN (GPA / AP / SAT / ACT): Entry requires ACT 27 + two APs at 4+, or SAT 1290+ with two APs at 4+, or three APs at 4+. A minimum GPA of 3.3 on the 4.0 scale must also be demonstrated on the high school transcript.
IELTS: Applicants need an overall IELTS score of 6.5, with no band below 5.5, showing balanced proficiency. IELTS One Skill Retake is not accepted, so scores must come from one test session.
TOEFL: A TOEFL-iBT score of 92 is required, with at least 20 in each section to show all-round English ability. TOEFL MyBest Scores are not accepted, meaning results must come from one complete test sitting.
GCSE: Candidates must hold GCSE English at grade C or 4, demonstrating essential English competency. This requirement remains mandatory regardless of higher-level academic qualifications.
UCAS: All applications must be submitted via UCAS, with predicted grades and documents matching the university’s academic standards. Entries must be accurate, complete, and aligned with official transcripts.