معرفی
Robert Connelly is a Professor in the Department of Mathematics at Cornell University, affiliated with the College of Arts and Sciences. His research focuses on Discrete Geometry, Rigidity Theory, and Computational Geometry, particularly exploring tensegrity structures, flexible surfaces, and their applications in robotics, protein folding, and materials science. He has taught courses including Calculus I and supervised graduate research.
Key research interests include the rigidity of discrete structures, sphere packings, and geometric optimization. His work on the 'Bellows Conjecture' demonstrated that flexible surfaces maintain constant volume during deformation, merging algebraic geometry and topology. He has authored over 150 publications and contributed to foundational texts in rigidity theory.
Teaching roles include leading the Calculus II course in 2020 and supervising independent research projects. His work spans theoretical advancements and applications in engineering and physics, emphasizing interdisciplinary approaches to geometric problems.
