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Nam Le
Indiana University
$749,503
Attributed
$749,503
Total exposure
4
Grants
4
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 $252.6K · FY2015–25$500K$375K$250K$125K$0
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Funding mix
By agency
NSF$749,503 · 4
By mechanism
—$749,503 · 4
Top collaborators
No co-investigators on record.
Grant awards (4)
Singular Higher-order Linearized Monge-Ampère Type Equations with Drifts$252,563
· FY2025 · MPS · contact PI
Partial Differential Equations With and Without Convexity Constraints$178,120
· FY2021 · MPS · contact PI
Regularity Estimates for the Linearized Monge-Ampere and Degenerate Monge-Ampere Equations and Applications in Nonlinear Partial Differential Equations$168,820
· FY2018 · MPS · contact PI
The Linearized Monge-Ampere Equation and Applications in Nonlinear, Geometric Partial Differential Equations$150,000
· FY2015 · MPS · contact PI