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Prince, Geoff - Department of Mathematics and Statistics, La Trobe University
Researchers at La Trobe University are set to make a `big bang' in the world of
The Inverse Problem in the Calculus of Variations and its Ramifications
The inverse problem of the calculus of variations: the use of geometrical calculus in Douglas's analysis
Handbook of Global Analysis 1 Demeter Krupka and David Saunders
An EDS approach to the inverse problem in the calculus of variations
The geometry of planar flows G.E. Prince, G. Stathopoulos and P. Martin
The inverse problem in the calculus of variations: nonexistence of Lagrangians
CONTACT SYMMETRIES AND VARIATIONAL SEQUENCES Demeter Krupka
Generalising Raychaudhuri's equation G.E. Prince
CONTACT SYMMETRIES OF THE HELMHOLTZ FORM Demeter Krupka and Olga Krupkova
Mathematical Models for Motion of the Rear Ends of Vehicles
A note on integrability and closure conditions in the inverse problem in the calculus of
On the inverse problem for autoparallels G. E. Prince
Jacobi fields and linear connections for arbitrary second order ODE's.
