Matthew J Emerton

Regents Of The University Of Michigan - Ann Arbor

$2,524,154

Attributed

$2,524,154

Total exposure

Grants

Lead (contact PI)

Attributed= this PI's even-split share of every grant they're on (the fair, additive number). Exposure = full size of all those grants. They are the sole PI on all grants (the two match).

Funding over time

peak $390K · FY2007–25

$500K$375K$250K$125K$0

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Funding mix

By agency

NSF$2,524,154 · 13

By mechanism

—$2,524,154 · 13

Top collaborators

No co-investigators on record.

Grant awards (13)

P-adic Aspects of the Langlands Program$210,000

· FY2025 · MPS · contact PI

FRG: Collaborative Research: Geometric Structures in the p-Adic Langlands Program$303,394

· FY2020 · MPS · contact PI

Automorphic Forms and Galois Representations$390,000

· FY2019 · MPS · contact PI

P-adic Aspects of the Langlands Program$330,000

· FY2016 · MPS · contact PI

p-adic aspects of the Langlands program$320,000

· FY2013 · MPS · contact PI

P-adic aspects of the Langlands program$109,605

· FY2012 · MPS · contact PI

Special Meeting: Galois Representations, Diophantine Equations, and Automorphic Forms$80,000

· FY2011 · MPS · contact PI

P-adic aspects of the Langlands program$240,000

· FY2010 · MPS · contact PI

p-adic Aspects of the Langlands Program$186,002

· FY2007 · MPS · contact PI

Locally analytic representation theory and p-adic interpolation$185,904

· FY2004 · MPS · contact PI

A p-Adic Riemann-Hilbert Correspondence and A p-Adic Theory of Mixed Hodge Modules$56,864

· FY2002 · MPS · contact PI

A p-Adic Riemann-Hilbert Correspondence and A p-Adic Theory of Mixed Hodge Modules$60,098

· FY2001 · MPS · contact PI

A p-Adic Riemann-Hilbert Correspondence and A p-Adic Theory of Mixed Hodge Modules$52,287

· FY2000 · MPS · contact PI