Date | 2019-05-24 |
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Speaker | Yong Suk Moon |

Dept. | Purdue University |

Room | 27-325 |

Time | 17:00-18:00 |

We will first talk about the recent result of Diao-Lan-Liu-Zhu on the p-adic analogue of Riemann-Hilbert correspondence, and explain how it is linked with problems related to p-adic local Langlands, such as Fontaine-Mazur conjecture. Then we will talk about our joint work with Tong Liu proving that every relative crystalline representation with Hodge-Tate weights in [0, 1] arises from a p-divisible group if the ramification is small, and explain its application to studying the correspondence.

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