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Singularities in the Geometric Theory of Differential Equations
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| Co-author(s): Ulrike Kant |
| Reference: Dynamical Systems, Differential Equations and Applications
(Proceedings 8th AIMS International Conference, Dresden 2010), W. Feng,
Z. Feng, M. Graselli, A. Ibragimov, X. Lu, S. Siegmund, J. Voigt (eds.), AIMS
2012, Vol. 2, pp. 784-793 |
| Description: This paper briefly recalls the basic ideas of the Vessiot
theory, a geometric approach to differential equations based on vector fields.
Then we show that it allows to extend naturally some results on singularities
for ordinary differential equations to maximally overdetermined partial
differential equations. |
PDF File:  (987 kB)
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