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Hung V. Tran

University of Wisconsin–Madison · US
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Area of research
Applied Mathematics · Statistical and Nonlinear Physics
Research interest
Research interests include Quantum chaos and dynamical systems, Advanced Mathematical Modeling in Engineering, Geometric Analysis and Curvature Flows, and Nonlinear Partial Differential Equations.
h-index
18
citations
931
works
128
NIH funding
primary concept
email

Recent publications

Policy Iteration for Nonconvex Viscous Hamilton–Jacobi Equations
SIAM Journal on Applied Mathematics 2026cited by 0position: middledoi
Policy Iteration for the Deterministic Control Problems—A Viscosity Approach
SIAM Journal on Control and Optimization 2025cited by 7position: middledoi
Stochastic homogenization of a nonconvex Hamilton–Jacobi equation
Calculus of Variations and Partial Differential Equations 2015cited by 43position: middledoi
Viscosity solutions of general viscous Hamilton–Jacobi equations
Mathematische Annalen 2014cited by 49position: lastdoi
Stochastic homogenization of viscous Hamilton–Jacobi equations and applications
Analysis & PDE 2014cited by 41position: lastdoi
A new method for large time behavior of degenerate viscous Hamilton–Jacobi equations with convex Hamiltonians
Annales de l Institut Henri Poincaré C Analyse Non Linéaire 2013cited by 47position: lastdoi

Grants

Conference: Red Raider Mini-Symposium on Geometric Analysis and Applications
NSF2552723$17,1002026–2027PIRePORTER
Viscosity Solutions: Beyond the Wellposedness Theory
NSF2348305$203,9792024–2027PIRePORTER
Conference: Red Raider Mini-Symposium on Differential Geometry, Integrable Systems, and Applications
NSF2301994$17,1002023–2024PIRePORTER
Geometry of Surfaces and Four-Dimensional Manifolds
NSF2104988$211,9172021–2024PIRePORTER
CAREER: Front Propagations and Viscosity Solutions
NSF1843320$425,0002019–2024PIRePORTER
Viscosity Solutions: Beyond Well-Posedness Theory
NSF1664424$168,0002017–2021PIRePORTER
Some new approaches for the study of properties of viscosity solutions
NSF1615944$71,2602015–2017PIRePORTER
Some new approaches for the study of properties of viscosity solutions
NSF1361236$123,0002014–2015PIRePORTER

Frequent collaborators

Scott N. Armstrong · Liechtenstein Institute2 papers (2014–2015)Yuming Paul Zhang · Auburn University2 papers (2025–2026) · 1 papers (2026–2026)Diogo A. Gomes · King Abdullah University of Science and Technology1 papers (2013–2013) · 1 papers (2015–2015) · 1 papers (2013–2013)Scott A. Armstrong · Harvard University1 papers (2014–2014) · 1 papers (2013–2013)Wenpin Tang · Columbia University1 papers (2025–2025)
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