Your browser does not support JavaScript!
李金龍 Chin-Lung Li
系所人員 Faculty - 專任教師  
 

李金龍 Chin-Lung Li
李金龍 教授 職  稱 副教授
最高學歷 國立交通大學數學博士
學術領域 微分方程、動態系統
電  話 分機72752
傳  真  (03)5611228
辦  公  室  9621
電子郵件 chinlungli@mail.nhcue.edu.tw
個人網頁 http://www.nhcue.edu.tw/~chinlungli/
經歷摘要

國立新竹教育大學應用數學系副教授

國立新竹教育大學應用數學系助理教授

個  人  著  作

【期刊論文】

 

 

  1. Jonq Juang and Chin-Lung Li*,2013, The Wavelet Transform Method Applied to a Coupled Chaotic System with Asymmetric Coupling Schemes, Applied Mathematics Letters, Vol. 26, Issue 10, p.984~990.(SCI)

  2. Jonq Juang*, Chin-Lung Li, 2011, The Theory of Wavelet Transform Method on Chaotic Synchronization of Coupled Map Lattices, Journal of Mathematical Physics (JMP), 52, 012701. (SCI)

  3. Cheng Juang*, Chin-Lung Li, Y. H. Liang, and Jonq Juang, 2009, Wavelet Transform Method for Coupled Map Lattices, IEEE Transactions on Circuits and Systems I - Regular Papers, Vol. 56, No. 4, p.840~845. (SCI)

  4. Ya-Wen Chang, Jonq Juang* and Chin-Lung Li, 2007, Snap-Back Repellers and Chaotic Traveling Waves in One-Dimensional Cellular Neural Networks, International Journal of Bifurcation and Chaos (IJBC), Vol. 17, No. 6, p.1969~1983. (SCI)

  5. Jonq Juang*, Chin-Lung Li, and Yu-Hao Liang, 2007, Global synchronization in lattices of coupled chaotic systems, Chaos, 17, 033111. (SCI)

  6. Jonq Juang*, Chin-Lung Li, and Jing-Wei Chang, 2006, Perturbed block circulant matrices and their application to the wavelet method of chaotic control, Journal of Mathematical Physics (JMP), 47, 122702. (SCI)

  7. Jonq Juang* and Chin-Lung Li, 2006, Eigenvalue problems and their application to the wavelet method of chaotic control, Journal of Mathematical Physics (JMP), 47, 072704. (SCI)

  8. Jonq Juang*, Chin-Lung Li and Ming-Huang Liu, 2006, Cellular Neural Networks: Mosaic Patterns, Bifurcation and Complexity, International Journal of Bifurcation and Chaos (IJBC), Vol. 16, No. 1, p.47~57. (SCI)

 

【專書及專書論文】

 

 

  1. Chin-Lung Li, 2007, Synchronization and Wavelet Transform in Networks of Coupled Chaotic Systems, PhD thesis, National Chiao Tung University.

  2. Chin-Lung Li, 2003, Extension of Hardy-Littlewood Maximal Theorem, Master thesis, National Tsing Hua University

 

國科會計畫與其他計畫

 

  1. 微波變換方法於網格型耦合映射之混沌同步化理論【國科會計畫編號: NSC 97 - 2115 - M - 134 - 003 -】

  2. 微波變換方法於網格型耦合映射的混沌同步化之固有值問題【國科會計畫編號:NSC 98 - 2115 - M - 134 - 004 - MY2】

  3. 微波變換方法於具有環狀拓樸連結的網絡型耦合混沌系統之同步化【國科會計畫編號:100-2115-M-134-001-】

  4. 微波變換方法於具有非對稱稀疏型拓樸連結的耦合映射網格系統之同步化【國科會計畫編號:101-2115-M-134-001-】

  5. 目標導向理論於線性代數的學習與應用之研究【國科會計畫編號:NSC 104-2511-S-134-009-】

     

 

瀏覽數  
將此文章推薦給親友
請輸入此驗證碼
Voice Play
更換驗證碼