Incompressible surfaces and Dehn surgery on 1-bridge knots in handlebodies
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Publication:4352692
DOI10.1017/S030500410000164XzbMath0888.57015OpenAlexW2090514196MaRDI QIDQ4352692
Publication date: 4 September 1997
Published in: Mathematical Proceedings of the Cambridge Philosophical Society (Search for Journal in Brave)
Full work available at URL: https://doi.org/10.1017/s030500410000164x
Related Items (6)
Heegaard diagrams and handlebody groups ⋮ Haken manifolds obtained by surgery on closed pure 3-braids ⋮ High distance Heegaard splittings via Dehn twists ⋮ GENUS TWO SMALE–WILLIAMS SOLENOID ATTRACTORS IN 3-MANIFOLDS ⋮ Derivation of Schubert normal forms of 2-bridge knots from (1,1)-diagrams ⋮ MERIDIONALLY INCOMPRESSIBLE SURFACES AND THE DISTANCE OF (1,1)-SPLITTINGS
Cites Work
- Closed incompressible surfaces in alternating knot and link complements
- An algorithm to decide if a 3-manifold is a Haken manifold
- Producing reducible 3-manifolds by surgery on a knot
- Surgery on knots in solid tori
- 1-bridge braids in solid tori
- Incompressibility of surfaces in surgered 3-manifolds
- \(\partial\)-reducing Dehn surgeries and 1-bridge knots
- The knots in \(D^ 2\times S^ 1\) which have nontrivial Dehn surgeries that yield \(D^ 2\times S^ 1\)
- Adding a 2-Handle to a 3-Manifold: An Application to Property R
- Dehn surgery on knots
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