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Mathematics

D-Index
34
Citations
3862
World Ranking
2955
National Ranking
146

Overview

Xinyuan Wu is a researcher affiliated with Nanjing University in China, focusing primarily on the fields of Engineering and Mathematics. Their body of work encompasses a significant number of publications related to numerical methods and computational approaches within these disciplines.

The main fields of study for Wu include:

  • Engineering
  • Mathematics

Their work further delves into specialized subfields such as:

  • Electrical and Electronic Engineering
  • Numerical Analysis
  • Computational Mechanics
  • Aerospace Engineering
  • Mechanics of Materials

Wu's research topics show a focus on the development and application of numerical techniques, especially for differential equations and engineering problems. Key topics covered include:

  • Numerical methods for differential equations
  • Fractional Differential Equations Solutions
  • Numerical methods in engineering
  • Differential Equations and Numerical Methods
  • Advanced Numerical Methods in Computational Mathematics
  • Electromagnetic Simulation and Numerical Methods
  • Advanced Battery Materials and Technologies

Frequent coauthors collaborating with Wu are:

  • Bin Wang
  • Fazhan Geng
  • Mingjun Yang
  • Bram Hoex
  • Huihua Min

The researcher has contributed to a variety of publication venues, with multiple papers appearing in these journals or platforms:

  • Applied Mathematics Letters
  • CALCOLO
  • arXiv (Cornell University)
  • Solar Energy Materials and Solar Cells
  • Process Safety and Environmental Protection

Some recent papers authored or coauthored by Wu include:

  • "Accelerated damp-heat testing at the cell-level of bifacial silicon HJT, PERC and TOPCon solar cells using sodium chloride" (2023), published in Solar Energy Materials and Solar Cells
  • "Suppressing thermal runaway propagation of nickel-rich Lithium-ion battery modules using silica aerogel sheets" (2023), published in Process Safety and Environmental Protection
  • "Reproducing kernel functions based univariate spline interpolation" (2021), published in Applied Mathematics Letters
  • "A novel kernel functions algorithm for solving impulsive boundary value problems" (2022), published in Applied Mathematics Letters
  • "Reproducing kernel function-based Filon and Levin methods for solving highly oscillatory integral" (2021), published in Applied Mathematics and Computation

Best Publications

  • Structure-Preserving Algorithms for Oscillatory Differential Equations

    Xinyuan Wu;Xiong You;Bin Wang

  • Arbitrary-Order Trigonometric Fourier Collocation Methods for Multi-Frequency Oscillatory Systems

    Bin Wang;Arieh Iserles;Xinyuan Wu

  • A trigonometrically fitted explicit hybrid method for the numerical integration of orbital problems

    Yonglei Fang;Xinyuan Wu

  • Note on derivation of order conditions for ARKN methods for perturbed oscillators

    Xinyuan Wu;Xiong You;Jiyong Li

  • A trigonometrically fitted explicit Numerov-type method for second-order initial value problems with oscillating solutions

    Yonglei Fang;Xinyuan Wu

  • ERKN integrators for systems of oscillatory second-order differential equations

    Xinyuan Wu;Xiong You;Xiong You;Wei Shi;Bin Wang

  • Extended RKN-type methods for numerical integration of perturbed oscillators

    Hongli Yang;Xinyuan Wu;Xiong You;Yonglei Fang

  • Exponential Integrators Preserving First Integrals or Lyapunov Functions for Conservative or Dissipative Systems

    Yu-Wen Li;Xinyuan Wu

  • Efficient energy-preserving integrators for oscillatory Hamiltonian systems

    Xinyuan Wu;Bin Wang;Wei Shi

  • A new continuation Newton-like method and its deformation

    Xin-Yuan Wu

  • Trigonometric collocation methods based on Lagrange basis polynomials for multi-frequency oscillatory second-order differential equations

    Bin Wang;Xinyuan Wu;Fanwei Meng

  • Explicit symplectic multidimensional exponential fitting modified Runge-Kutta-Nyström methods

    Xinyuan Wu;Bin Wang;Jianlin Xia

  • Order conditions for ARKN methods solving oscillatory systems

    Xinyuan Wu;Xiong You;Xiong You;Jianlin Xia

  • Two low accuracy methods for stiff systems

    Xin-Yuan Wu;Jian-Lin Xia

  • A new high precision energy-preserving integrator for system of oscillatory second-order differential equations

    Bin Wang;Xinyuan Wu

  • New high-order convergence iteration methods without employing derivatives for solving nonlinear equations

    Xinyuan Wu;Dongsheng Fu

  • Trigonometrically-fitted ARKN methods for perturbed oscillators

    Hongli Yang;Xinyuan Wu

  • Symplectic exponential Runge–Kutta methods for solving nonlinear Hamiltonian systems ☆

    Lijie Mei;Xinyuan Wu;Xinyuan Wu

  • A sixth-order A-stable explicit one-step method for stiff systems

    Xin-Yuan Wu

  • The formulation and analysis of energy-preserving schemes for solving high-dimensional nonlinear Klein–Gordon equations

    Bin Wang;Bin Wang;Xinyuan Wu

Frequent Co-Authors

Bin Wang
Bin Wang University of Hawaii at Manoa
Arieh Iserles
Arieh Iserles University of Cambridge

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