Institut de recherche mathématique de Rennes
IRMAR - UMR CNRS 6625
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Given an ordinary differential equation $A(x,y)dx + B(x,y)dy = 0$, its solutions $f(x,y)$ define a decomposition of the plane outside the zeros of $A(x,y)$ and $B(x,y)$ into regular curves. This is a prototype of a foliation, the leaves being the solutions of the given differential equation. In...
Salle 16, campus de Beaulieu, Rennes