Riv.Mat.Univ.Parma (4) 17 (1991)


Noeuds et links fibrés et géométrie asymptotique de feuille

Pages: 149-158
Received: 21 October 1990
Mathematics Subject Classification: 57R30

Abstract: If $V^{3}$ is a closed, connected and orientable 3-manifold and if $\mathcal{F}$ is a codimension one foliation of $V^{3}$, which is constructed from a fibred knot or from a fibred link, we study the asymptotic geometry of isolated ends of the non compact leaves.