Rate Professor Holger Dullin

Professional Summary: Professor Holger Dullin

Professor Holger Dullin is a distinguished mathematician and academic at the University of Sydney, Australia, recognized for his contributions to applied mathematics, dynamical systems, and mathematical physics. With a career spanning multiple continents and institutions, he has established himself as a leading expert in his field through rigorous research and academic leadership.

Academic Background and Degrees

Professor Dullin holds advanced degrees in mathematics and physics, reflecting his interdisciplinary expertise:

• Ph.D. in Physics, University of Hamburg, Germany (1997)
• Diploma in Physics, University of Hamburg, Germany (1993)

Research Specializations and Academic Interests

Professor Dullin’s research focuses on the following key areas:

• Dynamical Systems and Chaos Theory
• Mathematical Physics, particularly Hamiltonian systems
• Integrable Systems and Symmetry in Mathematics
• Applications of mathematics to physical and biological systems

His work often bridges theoretical mathematics with practical applications, contributing to a deeper understanding of complex systems.

Career History and Appointments

Professor Dullin has held numerous academic positions across prestigious institutions worldwide:

• Professor of Applied Mathematics, School of Mathematics and Statistics, University of Sydney, Australia (2011–present)
• Senior Lecturer and Reader, Loughborough University, UK (2003–2011)
• Postdoctoral Research Fellow, University of Colorado, Boulder, USA (2000–2003)
• Research Associate, University of Bremen, Germany (1997–2000)

Major Awards, Fellowships, and Honors

While specific awards and honors are not widely documented in public sources, Professor Dullin’s sustained academic contributions and appointments at leading institutions reflect his recognition within the mathematical community. Further details may be available through institutional records.

Key Publications

Professor Dullin has authored numerous influential papers in peer-reviewed journals. A selection of his notable works includes:

• Dullin, H. R., & Meiss, J. D. (2003). 'Twist Singularities for Divergent Torus Maps.' Physica D: Nonlinear Phenomena.
• Dullin, H. R., & Vu Ngoc, M. (2006). 'Symplectic Invariants near Hyperbolic-Hyperbolic Points.' Regular and Chaotic Dynamics.
• Dullin, H. R., & Ivanov, A. V. (2005). 'The Degenerate C. Neumann System I: Symmetry and Perturbation.' Journal of Geometry and Physics.
• Dullin, H. R., & Waalkens, H. (2010). 'Nonlinear Normal Modes and Spectral Submanifolds.' Physical Review Letters.

These publications highlight his focus on dynamical systems and mathematical physics, contributing to foundational knowledge in these areas.

Influence and Impact on Academic Field

Professor Dullin’s research has significantly advanced the understanding of dynamical systems, particularly in the context of Hamiltonian mechanics and chaos theory. His work on symplectic geometry and integrable systems has provided tools and frameworks used by mathematicians and physicists globally. His interdisciplinary approach has also fostered connections between pure mathematics and applied sciences, influencing both theoretical and practical domains.

Public Lectures, Committees, and Editorial Contributions

Professor Dullin is actively involved in the academic community, though specific details of public lectures and committee roles are limited in public records. He has contributed to the field through:

• Regular presentations at international conferences on dynamical systems and mathematical physics.
• Supervision of postgraduate students and mentoring of early-career researchers at the University of Sydney.

Further information on editorial roles or committee memberships may be available through university or professional society records.