Multiple disjunction for spaces of smooth embeddings
arXiv:1407.6787 · doi:10.1112/jtopol/jtv008
Abstract
We obtain multirelative connectivity statements about spaces of smooth embeddings, deducing these from analogous results about spaces of Poincare embeddings that were established in our previous paper.
arXiv commentSome minor revisions. To appear in the Journal of Topology
References in corpus (3)
Cited by in corpus (19)
- Some finiteness results for groups of automorphisms of manifolds
- The cohomology of Torelli groups is algebraic
- Knotted 3-balls in S^4
- Dalian notes on rational Pontryagin classes
- Spaces of knotted circles and exotic smooth structures
- Embedding calculus and smooth structures
- Galois symmetries of knot spaces
- On the rational homotopy type of embedding spaces of manifolds in
- On the homotopy type of the spaces of spherical knots in
- Stability of concordance embeddings
- Knotted families from graspers
- Configuration space integrals and the topology of knot and link spaces
- Embedding calculus for surfaces
- Models for knot spaces and Atiyah duality
- Embedding calculus and grope cobordism of knots
- Low stages of the Taylor tower for r-immersions
- The Disc-structure space
- Graphing, homotopy groups of spheres, and spaces of long links and knots
- Homotopical Intersection Theory, III: multi-relative intersection problems