[ 2018 KIAS CMC Thematic Program I - 1 ]

 

 

KIAS Intensive Lecture Series:

 

Logarithmic Riemann-Hilbert correspondences

 

for rigid varieties and applications to Shimura varieties

 

August 6-10, 2018                                  KIAS 1503

 

References Home > References

 

[1] H. Diao, K.-W. Lan, R. Liu, and X. Zhu, Logarithmic Riemann--Hilbert correspondences for rigid varieties, preprint (2018).

[2] P. Scholze, Berkeley lectures on p-adic geometry (with J. Weinstein), preprint (2017).

[3] P. Scholze, p-adic Hodge theory for rigid-analytic varieties, Forum Math. Pi 1 (2013), e1; corrigendum, Forum Math. Pi 4 (2016), e6.

[4] K. S. Kedlaya and R. Liu, Relative p-adic Hodge theory: Foundations, Asterisque 371 (2015).

[5] K. S. Kedlaya and R. Liu, Relative p-adic Hodge theory, II: Imperfect period rings, preprint (2016).

[6] R. Liu and X. Zhu, Rigidity and a Riemann--Hilbert correspondence for p-adic local systems, Invent. Math. 207 (2017), 291--343.

[7] J. S. Milne, Introduction to Shimura varieties, pp. 265--378 in Clay Mathematics Proceedings 4 (2005).

[8] K.-W. Lan, An example-based introduction to Shimura varieties, preprint (2017).