Small exotic Stein manifolds
classification
🧮 math.GT
math.SG
keywords
steinexoticbetticompactconnectedconstructcontactcorks
read the original abstract
It is known that the only Stein filling of the standard contact structure on S^3 is B^4. In this paper, we construct simply connected exotic compact Stein 4-manifold pairs for any Betti number $b_2 \geq 1$; we do this by enlarging corks and plugs.
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