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20182022
most citedThe regularity with respect to domains of the additive eigenvalues of superquadratic Hamilton--Jacobi equation

1 citations · 1 across the 3 of their papers we have counts for

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5 papers

math.AP2022★ 1 cited

The regularity with respect to domains of the additive eigenvalues of superquadratic Hamilton--Jacobi equation

Farid Bozorgnia, Dohyun Kwon, Son N. T. Tu

We study the additive eigenvalues on changing domains, along with the associated vanishing discount problems. We consider the convergence of the vanishing discount problem on chang…

cs.LG2022

Unequal Covariance Awareness for Fisher Discriminant Analysis and Its Variants in Classification

Thu Nguyen, Quang M. Le, Son N. T. Tu +1

Fisher Discriminant Analysis (FDA) is one of the essential tools for feature extraction and classification. In addition, it motivates the development of many improved techniques ba…

cs.LG2022

FinNet: Solving Time-Independent Differential Equations with Finite Difference Neural Network

Son N. T. Tu, Thu Nguyen

Deep learning approaches for partial differential equations (PDEs) have received much attention in recent years due to their mesh-freeness and computational efficiency. However, mo…

math.AP2020

Vanishing discount problem and the additive eigenvalues on changing domains

Son N. T. Tu

We study the asymptotic behavior, as , of the state-constraint Hamilton--Jacobi equation in and the corresponding add…

math.AP2018

Rate of convergence for periodic homogenization of convex Hamilton-Jacobi equations in one dimension

Son N. T. Tu

Let and be viscosity solutions of the oscillatory Hamilton-Jacobi equation and its corresponding effective equation. Given bounded, Lipschitz initial data, we p…