研究者
J-GLOBAL ID:201801009262551518   更新日: 2023年12月01日

彭 林玉

ペング リニュウ | Peng Linyu
所属機関・部署:
職名: 准教授
研究分野 (3件): 数理物理、物性基礎 ,  応用数学、統計数学 ,  数学基礎
研究キーワード (6件): Geometric Numerical Integration ,  Information Geometry ,  Geometric Mechanics ,  離散可積分系 ,  数理物理 ,  応用数学
論文 (53件):
  • 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
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MISC (1件):
  • Linyu Peng, Peter E. Hydon. The difference variational bicomplex and multisymplectic systems. 2023
書籍 (3件):
  • Paving the Way for 5G Through the Convergence of Wireless Systems
    IGI Global 2018
  • An Elementary Introduction to Information Geometry
    科学出版社 2016 ISBN:9787030474353
  • Object Recognition
    InTech 2011 ISBN:9789533072227
講演・口頭発表等 (20件):
  • 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
    (幾何構造と微分方程式 - 対称性と特異点の視点から- 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)
もっと見る
学位 (1件):
  • PhD (University of Surrey)
所属学会 (5件):
International Society of Difference Equations ,  Foundation of Computational Mathematics ,  日本応用数理学会 ,  日本数学会 ,  Institute of Electrical and Electronics Engineers
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