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Sug Woo Shin
Arxiv:1401.5507V2
Counting Points on Igusa Varieties of Hodge Type by Thomas a Mack
Construction of Automorphic Galois Representations: the Self-Dual Case
PETER SCHOLZE to RECEIVE 2013 SASTRA RAMANUJAN PRIZE the 2013 SASTRA Ramanujan Prize Will Be Awarded to Professor Peter Scholze
Junehyuk Jung –
Research Statement – Kevin Childers
Galois Representations for General Symplectic Groups 3
Arxiv:2102.10690V1 [Math.NT] 21 Feb 2021 A
Curriculum Vitae (Sug Woo Shin)
On the Cohomology of Rapoport-Zink Spaces of El-Type
Patching and the P-Adic Langlands Program for GL2(Qp)
Arxiv:2009.08476V2 [Math.NT] 29 Jun 2021
Cohomology of Igusa Curves – a Survey
Modularity Lifting Theorems
Galois Representations Associated to Holomorphic Limits of Discrete Series
Arxiv:2104.05912V2 [Math.NT] 30 Jun 2021 Aosrpeettos Aootadzn [Z6)Introduced ([RZ96]) Zink and Algeb Rapoport Linear of Representations
Arxiv:1502.02518V2 [Math.NT] 11 Apr 2016 Diinlyspotdb Eehlepie Ai Ui C 306326
Galois Representations Arising from Some Compact Shimura Varieties
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Completed Cohomology and the P-Adic Lang- Lands Program
Alexander Bertoloni Meli • Email:
[email protected]
· Office: 4863 East Hall
Ramanujan's Legacy- the Work of the Sastra Prize
UC Berkeley UC Berkeley Electronic Theses and Dissertations
The Sato-Tate Conjecture for Hilbert Modular Forms
MATTHEW JAMES EMERTON Curriculum Vitae
THE COHOMOLOGY of SHIMURA VARIETIES and the LANGLANDS CORRESPONDENCE Disclaimer These Are Greatly Extended Notes Based on Talks
An Approach to the Characterization of the Local Langlands Correspondence
Curriculum Vitae (Sug Woo Shin)
Galois Representations for Even General Special Orthogonal Groups 3
Curriculum Vita of David Hansen
Galois Representations Arising from Some Compact Shimura Varieties
New Frontiers in Langlands Reciprocity
THE SATO-TATE CONJECTURE for MODULAR FORMS of WEIGHT 3 Contents 1. Introduction 1 2. Notation and Assumptions 5 3. Modular Forms
MATTHEW JAMES EMERTON Curriculum Vitae