Suzanne M. Dorney

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Total Citations

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About

Suzanne M. Dorney is a mathematician whose work bridges the elegant fields of topology and geometry. Her research centers on the study of polyhedral structures and their inherent topological properties, with a particular focus on how geometric perturbations can preserve fundamental form. Dorney’s most-cited paper, "Polyhedral perturbations that preserve topological form" (1995, 44 citations), represents a significant contribution to this area. In this work, she rigorously explores the conditions under which small, controlled changes to a polyhedron’s shape do not alter its essential topological identity—a concept with deep implications for understanding shape, space, and stability in mathematical models. This research has provided foundational insights for those studying the interplay between discrete geometry and continuous deformation. While her citation count reflects a focused and specialized impact, Dorney’s work is notable for its conceptual clarity and its role in advancing the theoretical toolkit for analyzing polyhedral structures. Her contributions continue to inform researchers exploring the boundaries of geometric topology.