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BSc Mathematics with Computer Science and Placement Year
About this course
Mathematics and computer science are two disciplines that reinforce each other profoundly. Mathematics provides the theoretical language of computing: logic, algorithms, probability, linear algebra and discrete mathematics all underpin the systems and software that power modern technology. Computer science in turn gives mathematics a rich domain of application, from cryptography and machine learning to computational biology and financial modelling. Together, they form one of the most versatile and intellectually demanding combinations available, valued across a very wide range of industries. At Brunel University London, this four-year full-time programme includes a foundation year and a placement year, giving you both the preparatory grounding to succeed at degree level and an extended period of professional experience within the degree itself. The foundation year builds the mathematical and computing foundations you need before moving into the main programme. Through the degree, you will develop expertise in pure and applied mathematics alongside core computer science topics including programming, algorithms, data structures, software engineering and artificial intelligence. The combination of mathematical rigour and practical computing skill gives you the ability to tackle complex technical problems across a range of contexts. The placement year puts you inside a real organisation for an extended period, applying your skills and building professional experience and networks that are increasingly decisive in the graduate market. Graduates with this combination are sought across technology, finance, data science, cybersecurity, artificial intelligence, software engineering, actuarial work, consultancy and research. The mathematical grounding makes graduates particularly well suited to roles that demand quantitative rigour, while the computing skills add practical capability that pure mathematics alone does not provide. Further study at master's or doctoral level in mathematics, computer science, data science or a related field is a natural next step for those drawn to research or advanced specialisation.
Syllabus & Modules
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