Print edition: ISSN 0913-5685 Online edition: ISSN 2432-6380
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NLP2007-11
A note on the class of sequences generated in real-time by one-bit two-state cellular automata
Naoki Kamikawa, Hiroshi Umeo (Osaka Electro-Communication UOsaka Electro-Communication Unniv.)
pp. 1 - 5
NLP2007-12
A stability condition for 2-dimensional Discrete-time Binary Cellular Neural Networks
Tomotaka Ogura, Hajime Hara, Toshio Asano (Hiroshima Inst. of Tech.), Tetsuo Nishi (Waseda Univ.), Norikazu Takahashi (Kyushu Univ.)
pp. 7 - 11
NLP2007-13
A Method of Edge Detection Using Small World Cellular Neural Network
Masaru Nakano, Yoshifumi Nishio (Tokushima Univ.)
pp. 13 - 16
NLP2007-14
A very simple method for the image interpolation by radial basis function networks
Zhenxing Pan, Masato Senoo, Shinji Doi, Sadatoshi Kumagai (Osaka Univ.)
pp. 17 - 22
NLP2007-15
On the global bifurcation structure of a detailed ventricular myocardial cell model and drug sensitivity of ionic channels
Rei Yamaguchi, Shinji Doi, Sadatoshi Kumagai (Osaka Univ.)
pp. 23 - 28
NLP2007-16
Hodgkin-Huxley Model And Recurrent Neural Network
Masaaki Takahashi, Youbo Cai, Masumi Ishikawa, Kiyohisa Natsume (KIT)
pp. 29 - 34
NLP2007-17
Embedding High-Dimensional Data in Low-Dimensional Space by a Stochastic Method
Naoto Nishikawa, Shinji Doi, Sadatoshi Kumagai (Osaka Univ.)
pp. 35 - 40
NLP2007-18
Nonlinear Spring Model of Self-Organizing Map and its Chaotic Behavior
Haruna Matsushita, Yoshifumi Nishio (Tokushima Univ.)
pp. 41 - 44
NLP2007-19
Multiple Scale Method for Nonlinear Electric Networks
Kohshi Okumura (Hiroshima Instit. of Tech.)
pp. 45 - 48
NLP2007-20
Formulating hybrid equations from netlists
Kiyotaka Yamamura, Koki Suda (Chuo Univ.)
pp. 49 - 52
NLP2007-21
Spice-Oriented Frequency-Domain Analysis of Modulator Circuits Combining with Matlab
-- Comparisons between Volterra series and harmonic balance methods --
Junji Kawata (Tokushima Bunri Univ.), Yoshihiro Yamagami, Yoshifumi Nishio (Tokushima Univ.), Akio Ushida (Tokushima Bunri Univ.)
pp. 53 - 58
NLP2007-22
Numerical Uniqueness and Existence Theorem for Solution of Lippmann-Schwinger Equation to Two Dimensional Sound Scattering Problem
Shin'ichi Oishi (Waseda Univ.)
pp. 59 - 61
Note: Each article is a technical report without peer review, and its polished version will be published elsewhere.