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 Date: 2016-06-07 16:37:09Topology Geometric topology Manifolds Foliations Diffeomorphism Exotic R4 4-manifold 3-manifold Differentiable manifold Surface Low-dimensional topology Mazur manifold |
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EXOTIC OPEN 4-MANIFOLDS WHICH ARE NON-LEAVES ˜ COTON ´ AND PAUL A. SCHWEITZER, S.J. CARLOS MENINO We study the possibility of realizing exotic smooth structures on punctured simply connected 4-manifolds as leaves of a
![THE GEL’FAND-KALININ-FUKS CLASS AND CHARACTERISTIC CLASSES OF TRANSVERSELY SYMPLECTIC FOLIATIONS D. KOTSCHICK AND S. MORITA Abstract. In the early 1970’s, Gel’fand, Kalinin and Fuks [7] found an exotic characterist](https://www.pdfsearch.io/img/311f684f5a45564eda4fbd0f7685a919.jpg "THE GEL’FAND-KALININ-FUKS CLASS AND CHARACTERISTIC CLASSES OF TRANSVERSELY SYMPLECTIC FOLIATIONS D. KOTSCHICK AND S. MORITA Abstract. In the early 1970’s, Gel’fand, Kalinin and Fuks [7] found an exotic characterist")
