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Equivalence between measured foliations and laminations on surfaces

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#surfaces #low-dimensional-topology #foliations
282
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Is there a way to visualize an incompressible torus in a 3-manifold?

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#low-dimensional-topology
220
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Presentations of discrete subgroups of $\textrm{PGL}_2(\mathbb{R})$

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#group-theory #geometric-group-theory #low-dimensional-topology #lattices-in-lie-groups
107
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Can I deform a solid cylinder to a standard one?

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#geometric-topology #low-dimensional-topology
490
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Does Alexander's horned sphere bound a ball?

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#algebraic-topology #manifolds #geometric-topology #low-dimensional-topology
126
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How the projection of third Reidemeister move is a homotopy of immersed knot diagrams?

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#algebraic-topology #geometric-topology #knot-theory #planar-graphs #low-dimensional-topology
173
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What is the boundary of a tubular neighbourhood of the projective plane embedded in $\mathbb{R}^4$?

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#manifolds #low-dimensional-topology #manifolds-with-boundary
766
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What are the two dimensional abelian Lie subgroups of SL(2,R)?

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#abstract-algebra #lie-groups #lie-algebras #low-dimensional-topology #semisimple-lie-algebras
51
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Is a trivial $T^2\times S^1$ bundle with a $\mathbb{Z}_4$ orbifold action the same as a $T^2$ bundle over $S^1$ with a $\mathbb{Z}_4$ twist?

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#general-topology #fiber-bundles #low-dimensional-topology #orbifolds
21
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Description for component preserving Subgroup

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#knot-theory #low-dimensional-topology #braid-groups
169
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Do higher-dimensional knots have interesting knot polynomials?

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#polynomials #algebraic-topology #knot-theory #low-dimensional-topology #surgery-theory
147
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handle moves: proof

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#reference-request #differential-topology #geometric-topology #low-dimensional-topology #morse-theory
340
Views

Is my understanding of space correct?

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#multivariable-calculus #soft-question #low-dimensional-topology
1.4k
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A 3-manifold with fundamental group isomorphic to a surface group.

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#surfaces #geometric-topology #fundamental-groups #low-dimensional-topology
65
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Solid Ball Bearing 4 Dimensional?

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#dimension-theory-analysis #low-dimensional-topology

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