AbstractWe show that one can embed an arbitrarily large collection of disjoint, incompressible, non-parallel, non-boundary-parallel surfaces in any compact, orientable 3-manifold with at least one boundary component of genus greater than or equal to two.We also provide an answer to the open question, Question III.16, from Jaco's book, Lecture Notes on 3-Manifold Topology
AbstractAccording to a result of A. Hatcher, just finitely many boundary slopes (isotopy classes of ...
An incompressible bounded surface F on the boundary of a compact, connected, orientable 3-manifold M...
. An incompressible surface F on the boundary of a compact orientable 3manifold M is arc-extendible...
We describe probably the simplest 3-manifold which contains closed separating incompressible surface...
AbstractWe study the existence of incompressible embeddings of surfaces into the genus two handlebod...
Let M be a compact connected orientable 3-manifold, with non-empty boundary that contains no 2-spher...
. Given any connected, open 3-manifold U having finitely many ends, a non-compact 3-manifold M is co...
AbstractLet M be an orientable 3-manifold and T a torus component of ∂M. We show that the boundary-s...
International audienceWe investigate the complexity of finding an embedded non-orientable surface of...
We investigate the complexity of finding an embedded non-orientable surface of Euler genus g in a tr...
We investigate the complexity of finding an embedded non-orientable surface of Euler genus g in a tr...
AbstractOne can embed arbitrarily many disjoint, non-parallel, non-boundary parallel, incompressible...
An incompressible bounded surface F on the boundary of a compact, connected, orientable 3-manifold M...
We give a description of all.1; 2/–knots in S3 which admit a closed meridionally incompressible surf...
with some revisions in the exposition. Let M be an compact orientable 3 manifold whose boundary ∂M c...
AbstractAccording to a result of A. Hatcher, just finitely many boundary slopes (isotopy classes of ...
An incompressible bounded surface F on the boundary of a compact, connected, orientable 3-manifold M...
. An incompressible surface F on the boundary of a compact orientable 3manifold M is arc-extendible...
We describe probably the simplest 3-manifold which contains closed separating incompressible surface...
AbstractWe study the existence of incompressible embeddings of surfaces into the genus two handlebod...
Let M be a compact connected orientable 3-manifold, with non-empty boundary that contains no 2-spher...
. Given any connected, open 3-manifold U having finitely many ends, a non-compact 3-manifold M is co...
AbstractLet M be an orientable 3-manifold and T a torus component of ∂M. We show that the boundary-s...
International audienceWe investigate the complexity of finding an embedded non-orientable surface of...
We investigate the complexity of finding an embedded non-orientable surface of Euler genus g in a tr...
We investigate the complexity of finding an embedded non-orientable surface of Euler genus g in a tr...
AbstractOne can embed arbitrarily many disjoint, non-parallel, non-boundary parallel, incompressible...
An incompressible bounded surface F on the boundary of a compact, connected, orientable 3-manifold M...
We give a description of all.1; 2/–knots in S3 which admit a closed meridionally incompressible surf...
with some revisions in the exposition. Let M be an compact orientable 3 manifold whose boundary ∂M c...
AbstractAccording to a result of A. Hatcher, just finitely many boundary slopes (isotopy classes of ...
An incompressible bounded surface F on the boundary of a compact, connected, orientable 3-manifold M...
. An incompressible surface F on the boundary of a compact orientable 3manifold M is arc-extendible...