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20092026
most citedThe vanishing discount problem and viscosity Mather measures. Part 1: the problem on a torus

48 citations · 347 across the 57 of their papers we have counts for

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math.AP2026

Unbounded variation solutions for uniformly elliptic equations in nondivergence form in dimension three

Nam Q. Le, Qi Sun, Hung V. Tran

For each nonnegative integer , we construct smooth symmetric coefficient matrices satisfying the fixed ellipticity bound \[ I\leq A_m\leq 2^{81}I \] for which…

math.AP2026

Nonexistence of vanishing-viscosity limits for mechanical Hamiltonian ergodic problems

Ziran Liu, Hung V. Tran, Yifeng Yu

For , let be the solution of the ergodic problem \[ \frac12 |Dϕ^\varepsilon|^2+F(x)-\varepsilonΔϕ^\varepsilon=c(\varepsilon) \qquad \text{on } \mathb…

math.AP2023

Nondivergence form degenerate linear parabolic equations on the upper half space

Hongjie Dong, Tuoc Phan, Hung Vinh Tran

We study a class of nondivergence form second-order degenerate linear parabolic equations in with the homogeneous Dirichlet boundary condition…

math.AP2023

Bifurcation of homogenization and nonhomogenization of the curvature G-equation with shear flows

Hiroyoshi Mitake, Connor Mooney, Hung V. Tran +2

The level-set curvature G-equation, a well-known model in turbulent combustion, has the following form $G_t + \left(1-d\, \mathrm{dvi}\left({\frac{DG}{|DG|}}\right)\right)_+|DG|+V(…

math.AP2022

Differentiability of effective fronts in the continuous setting in two dimensions

Hung V. Tran, Yifeng Yu

We study the effective front associated with first-order front propagations in two dimensions () in the periodic setting with continuous coefficients. Our main result says tha…

math.AP2022

Local mass-conserving solution for a critical Coagulation-Fragmentation equation

Hung V. Tran, Truong-Son Van

The critical coagulation-fragmentation equation with multiplicative coagulation and constant fragmentation kernels is known to not have global mass-conserving solutions when the in…