

MA Classical Studies and Mathematics
About this course
Classical Studies and Mathematics is an unusual and genuinely stimulating combination that brings together two disciplines each demanding rigour, precision, and the capacity to engage with highly structured bodies of knowledge. Classical studies at St Andrews is a degree of remarkable range and depth, encompassing Greek and Roman literature, the social and cultural history of the ancient world, philosophy, religion, and art, as well as the reception of classical culture in modern times. Mathematics develops the ability to reason abstractly, to construct proofs, and to work with structures that transcend any particular domain of application. At the University of St Andrews, this four-year full-time programme develops both areas to a serious level, with the classical studies strand giving you the tools to discover and debate the power of Greek tragedy, the beauty of Roman sculpture, and the complexity of Platonic dialogue alongside your mathematical training. You will learn to engage with ancient texts and material culture critically while simultaneously developing the kind of formal mathematical reasoning that characterises high-level mathematical study. The programme includes a year abroad, giving you the opportunity to encounter classical scholarship or mathematics in a different academic tradition. Together, the two subjects develop a striking combination of humanistic depth and analytical precision. Graduates of this distinctive pairing go on to a wide range of careers. The mathematics element opens paths in data science, actuarial work, finance, software development, and research, while the classical studies element is valued in education, publishing, journalism, law, the civil service, and cultural organisations. Many graduates find that the combination makes them stand out in competitive application processes precisely because it is so unusual. Postgraduate study in classical studies, ancient history, mathematics, or law is a natural route for those who wish to develop their expertise in one or both directions.
Syllabus & Modules
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