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Holger Dullin is a member of the Applied Mathematics Research Group at the University of Sydney. His research focuses on the dynamical systems with a special emphasis on Hamiltonian systems and their applications in biomechanics. He has a keen interest in topology, integrable systems, particularly quantum monodromy, semiclassical quantization, and volume preserving mappings. Dullin's research aligns with the Faculty of Science's research strengths, tackling fundamental laws of nature and complex systems, as well as advancing technologies for Earth and space exploration. He has been involved in various substantial research projects and grants, including work on spectral theory in Hamiltonian dynamical systems and the geometry of discrete integrable systems. Dullin’s interdisciplinary approach not only contributes to mathematics but also connects it with physical applications, particularly emphasizing systems that can enhance our understanding of movement in various contexts, such as Thai dance.
University of Sydney • Sydney, Australia
Teaching and research in applied mathematics, focusing on dynamical systems.
This entry applies to Faculty of Science PhD programs including Departments such as Life and Environmental Sciences, Physics, Chemistry, and Mathematics and Statistics.