Sam Sehayek
Senior Lecturer
Research Interests
My research interests can be broadly defined as the investigation of topological, geometric, and combinatorial objects (especially polytopes). The main topic I study is geometric group theory especially through the lens of embedded combinatorial structures. My current research has close connections to the combinatorics of Non-Crossing Partitions, the topological properties for classifying spaces of the Braid Group, and geometric realizations of combinatorial parking functions.