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16% of students drop out or transfer from this specific course. Consider asking why on an open day.
MEng Mathematics and Computer Science
About this course
Mathematics and computer science together form one of the most powerful intellectual combinations available in higher education. Mathematics is the language of precision, pattern and logical structure, providing the theoretical foundations on which computer science is built. Computer science in turn offers a set of practical and conceptual tools for solving complex problems that arise in science, finance, engineering and everyday digital life. Studied together, they develop graduates who can move fluently between rigorous mathematical proof and the design of systems that perform reliably in the real world. At the University of Bristol this four-year programme, in one of the UK's leading research universities, gives you genuine depth in both disciplines. You will study analysis, algebra, probability and discrete mathematics alongside algorithms, programming, computational complexity, machine learning and software engineering. The mathematical training develops your capacity for abstract reasoning and precise argument; the computer science training develops your ability to design, implement and evaluate computational solutions. Bristol's research-active environment means you will encounter current ideas from faculty working on fundamental questions in both fields. The four-year structure allows sufficient time to reach a high level in each discipline without sacrificing depth in either. Graduates of mathematics and computer science are among the most sought-after in the technology sector and beyond. Roles in software engineering, data science, machine learning and artificial intelligence, cryptography and cybersecurity, quantitative finance and algorithmic trading are among the most common destinations. Technology companies, financial institutions, government research bodies and management consultancies all recruit from this combination. The rigour and adaptability that the joint degree develops also make graduates effective in roles that blend technical and strategic thinking. Many graduates go on to postgraduate study or research, particularly in areas such as computational mathematics, theoretical computer science or data science.
Syllabus & Modules
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