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20182026
most citedEntropy-based convergence rates of greedy algorithms

11 citations · 31 across the 15 of their papers we have counts for

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22 papers · 1 filter

math.NA2026

An Adaptive Finite Element Method Based on Generalized Barycentric Coordinates

Yihui Zhou, Yuwen Li

This work derives a posteriori error estimate of polygonal finite element methods based on Wachspress barycentric coordinates. In particular, we prove that the classical residual-b…

math.NA2026

Superconvergence in finite element method by smoothing

Yuwen Li, Han Shui, Ludmil Zikatanov

This paper develops a smoothing-based postprocessing method for superconvergence in finite element methods. The method applies a few smoothing iterations, such as damped Jacobi, Ga…

math.NA2025

Some p-robust a posteriori error estimates based on auxiliary spaces

Yuwen Li

This work develops polynomial-degree-robust (p-robust) equilibrated a posteriori error estimates for , and problems, based on auxili…

math.NA2025

Smoother-type a posteriori error estimates for finite element methods

Yuwen Li, Han Shui

This work develops user-friendly a posteriori error estimates of finite element methods, based on smoothers of linear iterative solvers. The proposed method employs simple smoother…

math.NA2024

Some New Convergence Analysis and Applications of POD-Greedy Algorithms

Yuwen Li, Yupeng Wang

In this article, we derive a novel convergence estimate for the weak POD-Greedy method with multiple POD modes and variable greedy thresholds in terms of the entropy numbers of the…

math.NA2024

A new rational approximation algorithm via the empirical interpolation method

Aidi Li, Yuwen Li

We present a new rational approximation algorithm based on the empirical interpolation method for interpolating a family of parametrized functions to rational polynomials with inva…