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A Global Invariant for Path Structures and Second Order Differential Equations by Falbel, Elisha; Veloso, Jose Miguel is a scholarly article available to read on EtoBox.

What is A Global Invariant for Path Structures and Second Order Differential Equations about?

We study a global invariant for path structures. The invariant is obtained as a secondary invariant from a Cartan connection on a canonical bundle associated to a path structure. It is computed in examples which are defined in terms of reductions of the path structure. In particular we give a formula for this global invariant for second order differential equations defined on a torus $T^2$.

Author

Falbel, Elisha; Veloso, Jose Miguel

Published

2023

Language

EN