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Rachael Boyd is a Reader in the School of Mathematics and Statistics at the University of Glasgow. Her research focuses on the development of new methods to study algebraic objects through lenses of geometry and topology. She is particularly interested in Artin Coxeter groups and monoids, classifying spaces of groups, group homology, topological invariants, diagram algebras, and low-dimensional embedding spaces. Boyd also explores the diffeomorphism groups of 3-manifolds, contributing to the understanding of algebraic structures in low-dimensional embedding spaces. She takes an active role in supervising students in related fields and teaches courses such as MATHS5048: Further Topics in Group Theory. Her work is supported by grants and she maintains a personal webpage detailing her research activities and publications.