Shengfeng Zhu

Shengfeng Zhu

East China Normal University

H-index: 16

Asia-China

About Shengfeng Zhu

Shengfeng Zhu, With an exceptional h-index of 16 and a recent h-index of 13 (since 2020), a distinguished researcher at East China Normal University, specializes in the field of Computational Mathematics, Numerical Analysis, Shape Optimization, Topology Optimization.

His recent articles reflect a diverse array of research interests and contributions to the field:

Shape optimization of Stokes flows by a penalty method

A new efficient parametric level set method based on radial basis function-finite difference for structural topology optimization

A new priori error estimation of nonconforming element for two-dimensional linearly elastic shallow shell equations

An adaptive phase-field method for structural topology optimization

Shape optimization with virtual element method

A Multi-Scale Finite Element Method for Neutron Transport Eigenvalue Problem

Adaptive finite element approximations of the first eigenpair associated with p-Laplacian

Numerical Shape Reconstruction for a Semi-Linear Elliptic Interface Inverse Problem

Shengfeng Zhu Information

University

Position

Professor School of Mathematical Sciences

Citations(all)

666

Citations(since 2020)

445

Cited By

385

hIndex(all)

16

hIndex(since 2020)

13

i10Index(all)

23

i10Index(since 2020)

17

Email

University Profile Page

East China Normal University

Google Scholar

View Google Scholar Profile

Shengfeng Zhu Skills & Research Interests

Computational Mathematics

Numerical Analysis

Shape Optimization

Topology Optimization

Top articles of Shengfeng Zhu

Title

Journal

Author(s)

Publication Date

Shape optimization of Stokes flows by a penalty method

Applied Numerical Mathematics

Hui Yang

Shengfeng Zhu

2024/2/1

A new efficient parametric level set method based on radial basis function-finite difference for structural topology optimization

Computers & Structures

Jing Zheng

Shengfeng Zhu

Fazlollah Soleymani

2024/7/1

A new priori error estimation of nonconforming element for two-dimensional linearly elastic shallow shell equations

Communications in Mathematical Sciences

Rongfang Wu

Xiaoqin Shen

Qian Yang

Shengfeng Zhu

2024

An adaptive phase-field method for structural topology optimization

Journal of Computational Physics

Bangti Jin

Jing Li

Yifeng Xu

Shengfeng Zhu

2024/6/1

Shape optimization with virtual element method

Communications in Nonlinear Science and Numerical Simulation

Fang Feng

Hui Yang

Shengfeng Zhu

2024/4/1

A Multi-Scale Finite Element Method for Neutron Transport Eigenvalue Problem

Available at SSRN 4768586

Xindi Hu

Helin Gong

Shengfeng Zhu

2024/2/29

Adaptive finite element approximations of the first eigenpair associated with p-Laplacian

arXiv preprint arXiv:2402.06889

Guanglian Li

Jing Li

Julie Merten

Yifeng Xu

Shengfeng Zhu

2024/2/10

Numerical Shape Reconstruction for a Semi-Linear Elliptic Interface Inverse Problem

EAST ASIAN JOURNAL ON APPLIED MATHEMATICS

Yixin Tan

Shengfeng Zhu

2023/6/1

Optimal error estimates of the discrete shape gradients for shape optimizations governed by the Stokes-Brinkman equations

Applied Numerical Mathematics

Yingyuan Li

Wenjing Yan

Shengfeng Zhu

Feifei Jing

2023/8/1

Error and stability estimates of a time-fractional option pricing model under fully spatial–temporal graded meshes

Journal of Computational and Applied Mathematics

Fazlollah Soleymani

Shengfeng Zhu

2023/6/1

Modelling, analysis, and numerical methods for a geometric inverse source problem in variable-order time-fractional subdiffusion.

Inverse Problems & Imaging

Wei Fan

Xindi Hu

Shengfeng Zhu

2023/8/1

On finite element approximations to a shape gradient flow in shape optimization of elliptic problems

Journal of Computational Mathematics

Chunxiao Liu

Shengfeng Zhu

2023/5

A two-grid binary level set method for structural topology optimization

Engineering Optimization

Chunxiao Liu

Xianliang Hu

Shengfeng Zhu

2023/7/3

Accelerating a phase field method by linearization for eigenfrequency topology optimization

Structural and Multidisciplinary Optimization

Xindi Hu

Meizhi Qian

Shengfeng Zhu

2023/12

Shape Optimization of the Stokes Eigenvalue Problem

SIAM Journal on Scientific Computing

Jiajie Li

Shengfeng Zhu

2023/4/30

A discontinuous Galerkin level set method using distributed shape gradient and topological derivatives for multi-material structural topology optimization

Structural and Multidisciplinary Optimization

Yixin Tan

Shengfeng Zhu

2023/7

Adaptive Computation of an Elliptic Eigenvalue Optimization Problem with a Phase-Field Approach

arXiv preprint arXiv:2310.03970

Jing Li

Yifeng Xu

Shengfeng Zhu

2023/10/6

Numerical Reconstruction of a Discontinuous Diffusive Coefficient in Variable-Order Time-Fractional Subdiffusion

Journal of Scientific Computing

Wei Fan

Xindi Hu

Shengfeng Zhu

2023/7

Numerical method for two-dimensional linearly elastic clamped plate model

International Journal of Computer Mathematics

Xiaoqin Shen

Rongfang Wu

Shengfeng Zhu

2023/8/3

A phase field method based on multi-level correction for eigenvalue topology optimization

Computer Methods in Applied Mechanics and Engineering

Meizhi Qian

Xindi Hu

Shengfeng Zhu

2022/11/1

See List of Professors in Shengfeng Zhu University(East China Normal University)

Co-Authors

H-index: 95
Hong Wang

Hong Wang

University of South Carolina

H-index: 92
Alfio Quarteroni

Alfio Quarteroni

Politecnico di Milano

H-index: 34
Dede' Luca

Dede' Luca

Politecnico di Milano

H-index: 32
Fazlollah Soleymani

Fazlollah Soleymani

Institute for Advanced Studies in Basic Sciences

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