BSc Computing Science with Mathematics
About this course
Computing science and mathematics is a combination that reflects the deep relationship between the two disciplines. Mathematics provides the theoretical foundations on which computing is built: logic, algorithms, data structures, probability and linear algebra all have their roots in mathematical thinking. Computing science, in turn, provides a context in which mathematical ideas find powerful application, from machine learning and cryptography to software engineering and computational modelling. Studying them together develops both rigour and applicability, producing graduates who can reason precisely and build systems that work. At the University of Aberdeen, this degree is designed for students who have a strong interest and skill in mathematics and want to understand how it applies to the computing science industry. You will develop the theoretical and practical dimensions of both fields, building fluency in programming and software development alongside depth in mathematical analysis, algebra, probability and discrete mathematics. The programme runs for four years full time and includes a year abroad, giving you the chance to experience computing science and mathematics in an international academic context. The typical entry tariff for this programme is 168 points. Graduates from computing science and mathematics programmes are among the most sought-after in the UK graduate market. The combination of mathematical fluency and computing skill opens doors in software engineering, data science, machine learning, financial computing, cryptography, operational research, systems architecture and academic research. Employers across technology, finance, defence, energy, healthcare and the public sector actively recruit graduates who can bridge formal mathematical thinking and practical software work. Postgraduate study in computer science, artificial intelligence, mathematical modelling or related fields is a natural next step for those drawn to research or specialisation at a higher level.
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