CORDIS Project
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This project explores the connections between p-adic arithmetic geometry and the Langlands correspondence, focusing on Galois representations and automorphic forms. It aims to develop new techniques to address key problems in the field, particularly regarding torsion in the cohomology of Shimura varieties and the Fonta…
The overall theme of the proposal is the interplay between p-adic arithmetic geometry and the Langlands correspondence for number fields.
At the heart of the Langlands program lies reciprocity, which connects Galois representations to automorphic forms.
Recently, new developments in p-adic arithmetic geometry, such as the theory of perfectoid spaces, have had a transformative effect on the field.
This proposal would establish a research group that will develop and exploit novel techniques, that…
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RHEINISCHE FRIEDRICH-WILHELMS-UNIVERSITAT BONN
Germany, Bonn
Type: University / higher education
Activity type: Higher or Secondary Education Establishments
SME: No
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