Participants in Workshop on Differential Geometry & Applications
Participant |
Institution |
Talks |
|
---|---|---|---|
Dr Robert Bartnik | Monash University | Recognising static metrics | |
Dr Ian Benn | The University of Newcastle | Killing Tensors and Symmetry Operators | |
Prof John Butcher | University of Auckland | ||
Prof Michael Crampin | University of Ghent | Some remarks on the geometry of systems of higher-order ordinary differential equations | |
Assoc Prof David Harvey | University of New South Wales | ||
Mrs Mary Hewett | University of Canberra | ||
Miss Tracy Huang | University of Canberra | ||
Dr Thomas Ivey | College of Charleston | Cartan theory and the geometry of differntial equations | |
Assoc Prof Jonathan Kress | University of New South Wales | Quadratic algebras of Killing tensors | |
Prof Demeter Krupka | Palacky University Olomuc | Variational sequences and the total divergence equation | |
Prof Olga Krupkova | Palacky University Olomuc | Symmetries associated with differential equations | |
Dr Ian Lisle | University of Canberra | ||
Dr Tom Mestdag | University of Ghent | Reduction aspects of second-order systems with symmetry. | |
Dr Pengzi Miao | Monash University | ||
Dr Jitse Niesen | La Trobe University | ||
Dr Yuri Nikolayevsky | La Trobe University | On Einstein solvable Lie algebras | |
Mr Thanakorn Nitithumbundit | The University of Sydney | ||
Mr Neil Porter | University of Canberra | ||
Prof Geoff Prince | La Trobe University | EDS and the Inverse Problem in the Calculus of Variations | |
Mr Omar Rojas | La Trobe University | ||
Prof Willy Sarlet | La Trobe University | Recursion operators on a tangent bundle | |
Dr David Saunders | EBS | Homogeneous variational sequences | |
Dr Gerard Thompson | The University of Toledo | The Lie group inverse problem | |
Dr Pieter Hubert van der Kamp | La Trobe University | ||
Dr Peter Vassiliou | Australian National University | Weak Darboux integrability and wave maps | |
Prof Keizo Yamaguchi | Hokkaido University | Geometry of linear differential systems - Towards the contact geometry of second order |