MA Art History and Mathematics
About this course
Art history and mathematics is an unusual combination that rewards the kind of mind that is drawn both to rigorous analytical thinking and to the pleasures of visual culture and historical enquiry. Art history develops your capacity to analyse images and objects, to examine the history, context, style, and meaning of visual works, and to engage with the complex role that visual culture plays in questions of aesthetics, politics, power, and identity. Mathematics develops your capacity for precise logical reasoning, abstract thinking, and the construction of proofs and arguments from first principles. At the University of St Andrews, this four-year full-time degree develops visual literacy and critical thinking in art history alongside genuine mathematical depth, exploring how art and its display have both reflected and shaped human history and experience while also building expertise in the structures and reasoning patterns of pure and applied mathematics. The two disciplines are united by a shared commitment to rigour and close attention, each approaching its subject matter with analytical precision even when the objects of study are very different. A year abroad is included in the programme, giving you the opportunity to engage with art history and mathematical culture in a different national and academic setting. Graduates from art history and mathematics programmes have a profile that is genuinely rare and therefore particularly distinctive. The art history component opens careers in museums, galleries, heritage organisations, arts journalism, education, publishing, and cultural policy. The mathematics component provides additional pathways in finance, technology, data analysis, and any number of quantitative roles. The combination of analytical depth and cultural knowledge is valued in roles that require both evidence-based reasoning and sensitivity to the human and aesthetic dimensions of problems. Postgraduate study in art history, mathematics, or a field that sits between them, such as digital humanities or the history of science, is a natural continuation.
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