← Leaderboards
Thomas M Hagstrom
University Of New Mexico
$2,309,055
Attributed
$2,364,056
Total exposure
9
Grants
8
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.
Funding over time
peak $439K · FY2006–25$500K$375K$250K$125K$0
'06
'07
'08
'09
'10
'11
'12
'13
'14
'15
'16
'17
'18
'19
'20
'21
'22
'23
'24
'25
Funding mix
By agency
NSF$2,364,056 · 9
By mechanism
—$2,364,056 · 9
Top collaborators
- Timothy Warburton1 shared
Grant awards (9)
Collaborative Research: MATH-DT: Reduced order modeling and data assimilation for wave-dominated systems with applications to digital twins in ultrasonics$354,485
· FY2025 · MPS · contact PI
Robust and Efficient Numerical Methods for Wave Equations in the Time Domain: Nonlinear and Multiscale Problems$390,000
· FY2023 · MPS · contact PI
Numerical Methods for Waves: Nonlocal, Nonlinear, and Multiscale Systems$342,492
· FY2020 · MPS · contact PI
Robust High-Order Methods for Wave Equations in the Time Domain$399,036
· FY2014 · MPS · contact PI
Collaborative Research: Simulation and Analysis of Turbulent Jet Noise Using Arbitrary-Order Hermite Methods$438,993
· FY2009 · CSE · contact PI
Numerical Methods for Wave Propagation Problems: Efficient Resolution of Multiple Scales$50,858
· FY2008 · MPS · contact PI
Numerical Methods for Wave Propagation Problems: Efficient Resolution of Multiple Scales$150,000
· FY2006 · MPS · contact PI
Collaborative Research ITR/NGS: An Integrated Simulation Environment for High-Resolution Computational Methods in Electromagnetics with Biomedical Applications$110,002
· FY2004 · CSE
Numerical Methods for Multiple Scale Problems in Wave Propagation: Efficient Approximation of Integral Operators in the Time Domain$128,190
· FY2003 · MPS · contact PI