Yifeng Yu

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All published works

Action	Title	Year	Authors
+	Optimal Rate of Convergence in Periodic Homogenization of Viscous Hamilton-Jacobi Equations	2024	Jianliang Qian Timo Sprekeler Hung V. Tran Yifeng Yu
+ PDF Chat	Optimal rate of convergence in periodic homogenization of viscous Hamilton-Jacobi equations	2024	Jianliang Qian Timo Sprekeler Hung V. Tran Yifeng Yu
+	Bifurcation of homogenization and nonhomogenization of the curvature G-equation with shear flows	2023	Hiroyoshi Mitake Connor Mooney Hung V. Tran Jack Xin Yifeng Yu
+ PDF Chat	Optimal convergence rate for periodic homogenization of convex Hamilton-Jacobi equations	2021	Hung V. Tran Yifeng Yu
+	High Degeneracy of Effective Hamiltonian in Two Dimensions	2020	Yifeng Yu

Common Coauthors

Coauthor	Papers Together
Hung V. Tran	4
Timo Sprekeler	2
Jianliang Qian	2
Connor Mooney	1
Jack Xin	1
Hiroyoshi Mitake	1

Commonly Cited References

Action	Title	Year	Authors	# of times referenced
+	Partial Differential Equations	2010	Lawrence Evans	1
+	A New Approximation for Effective Hamiltonians for Homogenization of a class of Hamilton–Jacobi Equations	2011	Songting Luo Yifeng Yu Hongkai Zhao	1
+ PDF Chat	Two approximations of solutions of Hamilton-Jacobi equations	1984	Michael G. Crandall Pierre‐Louis Lions	1
+	On the rate of convergence in homogenization of Hamilton-Jacobi equations	2001	Italo Capuzzo-Dolcetta Ippei Ishii	1
+ PDF Chat	Viscosity methods for piecewise smooth solutions to scalar conservation laws	1997	Tao Tang Zhen–Huan Teng	1
+	HOMOGENIZATION OF HAMILTON–JACOBI EQUATIONS: NUMERICAL METHODS	2008	Yves Achdou Fabio Camilli Italo Capuzzo Dolcetta	1
+ PDF Chat	Discontinuous Galerkin Finite Element Approximation of Hamilton--Jacobi--Bellman Equations with Cordes Coefficients	2014	Iain Smears Endre Süli	1
+ PDF Chat	Adjoint and Compensated Compactness Methods for Hamilton–Jacobi PDE	2010	Lawrence C. Evans	1
+	Periodic homogenization of G-equations and viscosity effects	2010	Yu-Yu Liu Jack Xin Yifeng Yu	1
+ PDF Chat	Computing the Effective Hamiltonian Using a Variational Approach	2004	Diogo A. Gomes Adam M. Oberman	1
+	Periodic homogenisation of certain fully nonlinear partial differential equations	1992	Lawrence C. Evans	1
+ PDF Chat	Homogenization and Vanishing Viscosity in Fully Nonlinear Elliptic Equations: Rate of Convergence Estimates	2011	Fabio Camilli Annalisa Cesaroni Claudio Marchi	1
+	On a Variational Approximation of the Effective Hamiltonian	2008	Maurizio Falcone Marco Rorro	1
+ PDF Chat	Min–max formulas and other properties of certain classes of nonconvex effective Hamiltonians	2017	Jianliang Qian Hung V. Tran Yifeng Yu	1
+ PDF Chat	The sharpness of Kuznetsov’s 𝑂(√Δ𝑥)𝐿¹-error estimate for monotone difference schemes	1995	Tao Tang Zhen Huan Teng	1
+	A Simple Explicit Operator-Splitting Method for Effective Hamiltonians	2018	Roland Glowinski Shingyu Leung Jianliang Qian	1
+ PDF Chat	Rate of convergence for periodic homogenization of convex Hamilton–Jacobi equations in one dimension	2020	Son N. T. Tu	1
+ PDF Chat	Rate of Convergence in Periodic Homogenization of Hamilton–Jacobi Equations: The Convex Setting	2019	Hiroyoshi Mitake Hung V. Tran Yifeng Yu	1
+ PDF Chat	Mixed Finite Element Approximation of Periodic Hamilton--Jacobi--Bellman Problems With Application to Numerical Homogenization	2021	Dietmar Gallistl Timo Sprekeler Endre Süli	1
+ PDF Chat	Discontinuous Galerkin and <i>C</i><sup>0</sup>-IP finite element approximation of periodic Hamilton–Jacobi–Bellman–Isaacs problems with application to numerical homogenization	2022	Ellya L. Kawecki Timo Sprekeler	1
+ PDF Chat	A Near-Optimal Rate of Periodic Homogenization for Convex Hamilton–Jacobi Equations	2022	William Cooperman	1
+ PDF Chat	Computational Multiscale Methods for Nondivergence-Form Elliptic Partial Differential Equations	2023	Philip Freese Dietmar Gallistl Daniel Peterseim Timo Sprekeler	1
+ PDF Chat	Rate of convergence in periodic homogenization for convex Hamilton–Jacobi equations with multiscales	2023	Yuxi Han Ji-Woong Jang	1
+ PDF Chat	Homogenization of Nondivergence-Form Elliptic Equations with Discontinuous Coefficients and Finite Element Approximation of the Homogenized Problem	2024	Timo Sprekeler	1