Hung V. Tran

collaborators

3 papers

math.AP2026

Turbulent Flame Speed Can Increase under Curvature Smoothing

Hung V. Tran, Jack Xin, Yifeng Yu

Curvature effects are expected to smooth flame-front wrinkles and thereby reduce turbulent flame speed. We construct a smooth three-dimensional periodic shear flow for which introd…

math.AP2026

Sharp global and almost everywhere convergence rates for periodic homogenization of viscous quadratic Hamilton-Jacobi equations

Ziran Liu, Hung V. Tran, Yifeng Yu

We study the periodic homogenization of the viscous Hamilton--Jacobi equation \[ u_t^\varepsilon + \frac{1}{2}|Du^\varepsilon|^2 + V\!\left(\frac{x}{\varepsilon}\right) = \frac{\va…

math.AP2025

Quantitative homogenization of convex Hamilton-Jacobi equations with $u / ε$ -periodic Hamiltonians

Hiroyoshi Mitake, Panrui Ni, Hung V. Tran

Here, we study quantitative homogenization of first-order convex Hamilton-Jacobi equations with $(u / ε)$ -periodic Hamiltonians which typically appear in dislocation dynami…

Turbulent Flame Speed Can Increase under Curvature Smoothing

Sharp global and almost everywhere convergence rates for periodic homogenization of viscous quadratic Hamilton-Jacobi equations

Quantitative homogenization of convex Hamilton-Jacobi equations with u/ε-periodic Hamiltonians

Quantitative homogenization of convex Hamilton-Jacobi equations with $u / ε$ -periodic Hamiltonians