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J-GLOBAL ID：201801009262551518   Update date: Dec. 01, 2023

Peng Linyu

ペング リニュウ | Peng Linyu
Affiliation and department：
Keio University Faculty of Science and Technology Department of Mechanical Engineering

About Keio University Faculty of Science and Technology Department of Mechanical Engineering


Job title： Associate Professor
Research field  (3)： Mathematical physics and basic theory ,  Applied mathematics and statistics ,  Basic mathematics
Research keywords  (6)： Geometric Numerical Integration ,  Information Geometry ,  Geometric Mechanics ,  Discrete Integrable System ,  Mathematical Physics ,  Applied Mathematics
Papers (53)：
  • Yaqing Liu, Linyu Peng. Some novel physical structures of a (2+1)-dimensional variable-coefficient Korteweg-de Vries system. Chaos, Solitons and Fractals. 2023. 171
  • Xiaoqiang Hua, Linyu Peng, Weijian Liu, Yongqiang Cheng, Hongqiang Wang, Huafei Sun, Zhenghua Wang. LDA-MIG Detectors for Maritime Targets in Nonhomogeneous Sea Clutter. IEEE Transactions on Geoscience and Remote Sensing. 2023. 61
  • Yusuke Ono, Linyu Peng. Towards a median signal detector through the total Bregman divergence and its robustness analysis. Signal Processing. 2022
  • Frederike Zufall, Rampei Kimura, Linyu Peng. Towards a simple mathematical model for the legal concept of balancing of interests. Artificial Intelligence and Law. 2022
  • Linyu Peng, Noriyoshi Arai, Kenji Yasuoka. A stochastic Hamiltonian formulation applied to dissipative particle dynamics. Applied Mathematics and Computation. 2022. 426. 127126-127126
ｍore...
MISC (1)：
  • Linyu Peng, Peter E. Hydon. The difference variational bicomplex and multisymplectic systems. 2023
Books (3)：
  • Paving the Way for 5G Through the Convergence of Wireless Systems
    IGI Global 2018
  • An Elementary Introduction to Information Geometry
    Science Press 2016 ISBN:9787030474353
  • Object Recognition
    InTech 2011 ISBN:9789533072227
Lectures and oral presentations  (20)：
  • Variational systems on the variational bicomplex
    (Seminar at INI, Cambridge University 2019)
  • A general prolongation formulation for symmetries of differential-difference equations
    (China-Japan Joint Workshop on Integrable Systems 2019 2019)
  • Symmetries of semi-discrete variational problems and Noether's theorems
    (Symmetry and Singularity of Geometric Structures and Differential Equations 2018)
  • The discrete Lagrange-d’Alembert principle for physical systems with constraints
    (The 5th International Conference on Dynamics, Vibration and Control 2018)
  • Symmetries and Conservation Laws of Semi-Discrete Equations
    (The 12th AIMS Conference on Dynamical Systems, Differential Equations and Applications 2018)
ｍore...
Professional career (1)：
  • PhD (University of Surrey)
Association Membership(s) (5)：
International Society of Difference Equations ,  Foundation of Computational Mathematics ,  THE JAPAN SOCIETY FOR INDUSTRIAL AND APPLIED MATHEMATICS ,  THE MATHEMATICAL SOCIETY OF JAPAN ,  Institute of Electrical and Electronics Engineers
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