Variations on Fintushel-Stern Knot Surgery on 4-manifolds
arXiv:math/0201156
Abstract
We discuss some consequences Fintushel-Stern `knot surgery' operation on 4-manifolds coming from its handlebody description. We give some generalizations of this operation and give a counterexample to their conjecture.
12 pages, 18 figures
References in corpus (1)
Cited by in corpus (15)
- Stable isotopy in four dimensions
- Round handles, logarithmic transforms, and smooth 4-manifolds
- Contact handles, duality, and sutured Floer homology
- On infinite order corks
- Knotting corks
- Stein 4-manifolds and corks
- Cappell-Shaneson's 4-dimensional s-cobordism
- A plug with infinite order and some exotic 4-manifolds
- Twisting 4-manifolds along RP^2
- An infinite family of exotic Dolgachev surfaces without 1- and 3- handles
- Finite group actions and G-monopole classes on smooth 4-manifolds
- Families of Simply Connected 4-Manifolds with the Same Seiberg-Witten Invariants
- Double knot surgeries to S^4 and S^2 x S^2
- On dissolving knot surgery -manifolds under a -connected sum
- Lefschetz fibration structures on knot surgery 4-manifolds