Scientific committee:Jacques Tilouine (University of Paris, France)Eknath Ghate (TIFR, India)Marie France Vigneras (Institute de Mathématiques de Jussieu, France)Sujatha Ramdorai (University of British Columbia, Canada)Adrian Iovita (Concordia University, Canada)Workshop on "Perfectoid spaces" will be from 09 - 13th September, 2019 and the discussion meeting on "p-adic automorphic forms and perfectoid spaces" will be from 16-20th September, 2019.In this school, we intend to understand connections between the arithmetic theory of modular forms and new developments in p-adic Hodge theory that grew from the breakthrough work of Peter Scholze on perfectoid spaces (see P. Scholze "Perfectoid spaces" Publ. Math. de l’IHES 116 (2012)). p-adic methods play a key role in the study of arithmetic properties of modular forms. This theme takes its origins in Ramanujan congruences between the Fourier coeffcients of the unique eigenform of weight 12 and the Eisenstein series of the same weight modul...
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