Fukumoto-Furuta invariants of plumbed homology 3-spheres
By N. Saveliev. 2002
49 citations recorded by the source corpus.
Subfields: Geometry and Topology, Mathematical Physics
View Paper: https://www.semanticscholar.org/paper/9f4841104a1f042e15bc309d3ef4dd522c4fabf5
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In Geometry and Topology
- Ciprian Manolescu
- Shigeyuki Morita
- Ian Zemke
- Peter S. Ozsv'ath
- Zolt'an Szab'o
- A. Stipsicz
- Jennifer Hom
- Kristen Hendricks
In Mathematical Physics
- Ciprian Manolescu
- Shigeyuki Morita
- Ian Zemke
- Peter S. Ozsv'ath
- Kristen Hendricks
- Jennifer Hom
- Zolt'an Szab'o
- R. Hain
Citations in the corpus
- Fivebranes and 4-manifolds (2013, unknown): “[44]):”
- Pin(2)-equivariant Seiberg-Witten Floer homology and the Triangulation Conjecture (2013, background): “) Neumann [43] conjectured that μ̄ is a homology cobordism invariant, and Saveliev showed this to be true when we restrict μ̄ to the class of Seifert fibered integral homology spheres [55]; see also [21, 22].”
- Cohomological structure of the mapping class group and beyond (2005, background): “According to a recent result of Saveliev [100], these invariants fit together to give a candidate of another homomorphism on Θ3Z.”