AbstractIn this paper we show that an essential lamination L in a non-Haken 3-manifold M is “tightly wrapped” in the sense that any two leaves of L have intersecting closures; L therefore contains a unique minimal sublamination. We also show that these properties are inherited by any lift of L to a finite cover of M
AbstractBrittenham has shown how an incompressible Seifert surface for a knot in S3 can be used to f...
AbstractLet M denote a connected (n+1)-manifold (without boundary). We study laminated decomposition...
AbstractWe prove that Dehn filling a small link exterior with a non-degenerate boundary slope row pr...
AbstractIn this paper we show that an essential lamination L in a non-Haken 3-manifold M is “tightly...
AbstractIn this paper we show that any nontrivial Dehn surgery on a nontorus 2-bridge knot produces ...
We analyse the existence question for essential laminations in 3-manifolds. The purpose of the artic...
AbstractWe prove results showing that the existence of essential maps of surfaces in a manifold M ob...
Let M be an orientable and irreducible 3-manifold whose boundary is an incompressible torus. We are ...
This is a fully new version, whose main result has been corrected.We give a sufficient condition for...
We give the topological obstructions to be a leaf in a minimal lamination by hyperbolic surfaces who...
We show that there is only one obstruction to isotoping an essential lamination L in a 3-manifold M ...
We dene a laminar branched surface to be a branched surface satisfying the following conditions: (1)...
We show that a compact hyperbolizable acylindrical 3-manifold with non-empty incompressible boundary...
AbstractIt is proved in this paper that there is an infinity of knot types in S3, having essential c...
Loosely speaking, a (n,1)-surface is a very nicely immersed π₁-injective surface in a 3-manifold. It...
AbstractBrittenham has shown how an incompressible Seifert surface for a knot in S3 can be used to f...
AbstractLet M denote a connected (n+1)-manifold (without boundary). We study laminated decomposition...
AbstractWe prove that Dehn filling a small link exterior with a non-degenerate boundary slope row pr...
AbstractIn this paper we show that an essential lamination L in a non-Haken 3-manifold M is “tightly...
AbstractIn this paper we show that any nontrivial Dehn surgery on a nontorus 2-bridge knot produces ...
We analyse the existence question for essential laminations in 3-manifolds. The purpose of the artic...
AbstractWe prove results showing that the existence of essential maps of surfaces in a manifold M ob...
Let M be an orientable and irreducible 3-manifold whose boundary is an incompressible torus. We are ...
This is a fully new version, whose main result has been corrected.We give a sufficient condition for...
We give the topological obstructions to be a leaf in a minimal lamination by hyperbolic surfaces who...
We show that there is only one obstruction to isotoping an essential lamination L in a 3-manifold M ...
We dene a laminar branched surface to be a branched surface satisfying the following conditions: (1)...
We show that a compact hyperbolizable acylindrical 3-manifold with non-empty incompressible boundary...
AbstractIt is proved in this paper that there is an infinity of knot types in S3, having essential c...
Loosely speaking, a (n,1)-surface is a very nicely immersed π₁-injective surface in a 3-manifold. It...
AbstractBrittenham has shown how an incompressible Seifert surface for a knot in S3 can be used to f...
AbstractLet M denote a connected (n+1)-manifold (without boundary). We study laminated decomposition...
AbstractWe prove that Dehn filling a small link exterior with a non-degenerate boundary slope row pr...
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