work in geometric topology
C44532
concept
Work in geometric topology studies the properties and structures of spaces that are preserved under continuous deformations, focusing on the interplay between geometry and topology in shapes and manifolds.
Observed surface forms (4)
- 3-manifold decomposition ×1
- approach to 3-manifold topology ×1
- knot theory paper ×1
- landmark paper in geometric analysis ×1
Instances (5)
- Foliations of Three-Manifolds Which Are Circle Bundles
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"On types of knotted curves"
via concept surface "knot theory paper"
surface form: On types of knotted curves
- Three-manifolds with positive Ricci curvature via concept surface "landmark paper in geometric analysis"
- JSJ decomposition via concept surface "3-manifold decomposition"
- Hamilton’s program for the Ricci flow via concept surface "approach to 3-manifold topology"