XXXVI Workshop on Geometric Methods in Physics | 2-8.07.2017 |

VI School on Geometry and Physics | 26-30.06.2017 |

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## Yuri Neretin## Reproducing kernels on the space of univalent functionsThe space $K$ of functions univalent in the unit disk and smooth up to the boundary is homogeneius space of the group of diffeomorphisms of the circle (a stabilizer of a point is the group pf rotations of the circle). The space $K$ is an infinite-dimensional analog of Hermitian symmetric spaces. We write a two-parametric family of invariant reproducing kernels on $K$. |

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University of Bialystok |

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