bio | website | renyi.hu/~sbehrens |
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location | Alfréd Rényi Institute of Mathematics, Budapest | |

age | ||

visits | member for | 4 years, 2 months |

seen | Jul 28 at 9:04 | |

stats | profile views | 248 |

I'm a low dimensional topologist. I mostly care about smooth, 4-dimensional manifolds and anything that comes with the territory.

Here are some things I actively care about:

* maps from 4-manifolds to surfaces and families thereof (Lefschetz, broken, wrinkled,...)

* diagrammatic descriptions of 4-manifolds

* intersection forms of 4-manifolds with boundary

* Heegaard Floer homology, especially with twisted coefficients

I'm also curious about these things:

* Parameterized Morse theory (aka Cerf theory)

* Seiberg Witten theory (especially in comparison to Heegaard Floer theory)

* any kind of Floer theory, for that matter

* diffeomorphism groups of surfaces and 3-manifolds

MathOverflow | 66 rep | 8 | |

Stack Overflow | 1 rep | 2 | |

TeX - LaTeX | 1 rep | 1 |

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# 31 Votes Cast

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27 | up | 9 | question | ||

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