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en: Machine Learning and Circuits --- Toward Realization of Brain Circuits

ja: 機械学習と回路 --- 脳回路の実現に向けて

en: CORONA PUBLISHING CO.,LTD

ja: 株式会社 コロナ社


en: Coupled Oscillator Networks with Frustration --- Oscillator Circuits; Frontiers in Design, Analysis and Applications, Yoshifumi Nishio (Ed.), pp. 163-181

en: Institute of Engineering and Technology (IET)


en: Oscillator Circuits; Frontiers in Design, Analysis and Applications

ja: Institute of Engineering and Technology (IET)


en: Nonlinear Maps and their Applications; Selected Contributions from the NOMA 2013 International Workshop

en: Springer International Publishing

ja: Springer International Publishing


en: Nonlinear Maps and their Applications; Selected Contributions from the NOMA 2011 International Workshop

en: Springer

ja: Springer


en: Complex Patterns in a Chain of Coupled Maps Based on a Neuron Model with Space and Time-Varying Couplings --- Nonlinear Maps and their Applications; Selected Contributions from the NOMA 2011 International Workshop, Clara Gracio, Daniele Fournier-Prunaret, Tetsushi Ueta and Yoshifumi Nishio (Ed.), pp. 155-166


en: Network-Structured Particle Swarm Optimizer with Various Topology and its Behaviors --- Advances in Self-Organizing Maps, Lecture Notes in Computer Science (vol. 5629/2009), Jose C. Principe and Risto Miikkulainen (Ed.), pp. 163-171

en: This study proposes Network-Structured Particle Swarm Optimizer (NS-PSO) with various neighborhood topology. The proposed PSO has the various network topology as rectangular, hexagonal, cylinder and toroidal. We apply NS-PSO with various topology to optimization problems. We investigate their behaviors and evaluate what kind of topology would be the most appropriate for each function.


en: 例題と課題で学ぶ電気回路 --- 線形回路の定常解析

ja: 例題と課題で学ぶ電気回路 --- 線形回路の定常解析

en: 大学の初年次で電気回路理論を学ぶ学生向けに，この理論の基本的考え方を身につけることを目的として編集した教科書．1章で直流回路を，2∼4章で交流回路の解析手法と解析ツールの獲得を，5∼8章で多変数・分布になった回路の性質と解析手法の獲得を目的に，本文・例題・課題・演習問題・理解度チェックを繰返し，目標を定めそれに向かって論理的に学習する，いわゆる過程実現型学習が容易にできるよう記述・構成している．


en: Spatial-Temporal Analysis Method of Plane Circuits Based on Two-Layer Cellular Neural Networks --- Advances in Machine Vision, Image Processing, and Pattern Analysis, Lecture Notes in Computer Science (vol. 4153/2006), Nanning Zheng, Xiaoyi Jiang and Xuguang Lan (Ed.), pp. 195-204


en: Complex Behavior and its Analysis in Chaotic Circuits Networks with Intermittency --- Complex Computing-Networks, Springer Proceedings Physics (vol. 104), Izzet Cem Goknar and Levent Sevgi (Ed.), pp. 297-304


en: A Design Method for Chaotic Circuits Using Two Oscillators --- Chaos in Circuits and Systems, Guanrong Chen and Tetsushi Ueta (Ed.), Chapter 3, pp. 51-69

en: World Scientific

ja: World Scientific

en: In this chapter, a new design method for chaotic circuits is introduced. This method is simple and flexible, which consists of two oscillators coupled by two diodes. Three kinds of oscillators are applied to the system. Firstly, the system with the same kind of oscillators is investigated via calculation of the Lyapunov exponents in order to confirm the chaos generation and the relations between the ratio of eigenvalues of two oscillators and chaos generation. Secondly, the system with different kinds of oscillators is investigated by determining the ratio of eigenvalues, to verify whether or not chaotic attractors can be observed.


en: Chaotic Wandering in Simple Coupled Chaotic Circuits --- Chaos in Circuits and Systems, Guanrong Chen and Tetsushi Ueta (Ed.), Chapter 4, pp. 71-90

en: In this study, four coupled chaotic circuits generating four-phase quasi-synchronization of chaos are proposed. By tuning the coupling parameter, chaotic wandering over the phase states characterized by the four-phase synchronization occurs. In order to analyze chaotic wandering, dependent variables corresponding to phases of solutions in subcircuits are introduced. Combining the variables with hysteresis decision of the phase states enables statistical analysis of chaotic wandering.


en: A Secret Key Cryptosystem by Iterating a Chaotic Map --- Advances in Cryptology; EUROCRYPT'91, Lecture Notes in Computer Science (vol. 547/1991), Donald W. Davies (Ed.), pp. 127-140