No.536
力学系理論とその応用分野における非線形問題
Theory of Dynamical Systems and Its Application to Nonlinear Problems
　
1984/07/04〜1984/07/07
川上　博
KAWAKAMI,HIROSHI
　
目　次
　
1. A SHORT HISTORY OF OUR COOPERATIVE SYMPOSIUMS AT THE RESERCH INSTITUTE FOR MATHEMATICAL SCIENCES OF KYOTO UNIVERSITY(Theory of Dynamical Systems and Its Application to Nonlinear Problems)---1
　　　　名古屋大学教養部　　　白岩 謙一　(SHIRAIWA, Kenichi)
　
2. Expansive properties of Lorenz attractors(Theory of Dynamical Systems and Its Application to Nonlinear Problems)------------------4
　　　　Department of Mathematics, Tokyo Metropolitan University　　　小室 元政　(KOMURO, M.)
　
3. MANIFOLDS WHICH DO NOT ADMIT EXPANSIVE HOMEOMORPHISMS WITH PSEUDO ORBIT TRACING PROPERTY(Theory of Dynamical Systems and Its Application to Nonlinear Problems)---27
　　　　Department of Mathematics, Tokyo Metropolitan University　　　平出 耕一　(Hiraide, Koichi)
　
4. TOPOLOGICAL ENTROPY AND THE PSEUDO-ORBIT TRACING PROPERTY(Theory of Dynamical Systems and Its Application to Nonlinear Problems)---30
　　　　DEPARTMENT OF MATHEMATICS, FACULTY OF SCIENCE, NAGOYA UNIVERSITY　　　下村 尚司　(SHIMOMURA, TAKASHI)
　
5. LINKS OF EMBEDDINGS OF SURFACES AND TOPOLOGICAL ENTROPY(Theory of Dynamical Systems and Its Application to Nonlinear Problems)---37
　　　　Department of Mathematics, Osaka University　　　小林 毅　(KOBAYASHI, Tsuyoshi)
　
6. TOPOLOGICAL TRANSITIVITY AND C$^\ast$-ALGEBRAS(Theory of Dynamical Systems and Its Application to Nonlinear Problems)------------45
　　　　Department of Mathematics, Faculty of Science, Yamagata University　　　河村 新蔵　(KAWAMURA, Shinzo)
　
7. 逆不安定解と2次分数調波解(力学系理論とその応用分野における非線形問題)------------------------------------------------------------56
　　　　岩手大学教育学部　　　中嶋 文雄　(Nakajima, Fumio)
　
8. Liapunov Functions of a Class of Ordinary Differential Equations in $\mathbb{R}^2$(Theory of Dynamical Systems and Its Application to Nonlinear Problems)---80
　　　　Department of Mathematics, Faculty of Science, Kyoto University　　　木上 淳　(Kigami, Jun)
　
9. ON QUASIPERIODIC SOLUTIONS TO VAN DER POL EQUATION(Theory of Dynamical Systems and Its Application to Nonlinear Problems)--------87
　　　　　　　篠原 能材 / 香田 温人 / 三井 斌友　(SHINOHARA, Yoshitane / KOHDA, Atsuhito / MITSUI, Taketomo)
　
10. 2次多項式を係数にもつLienard方程式の周期解(力学系理論とその応用分野における非線形問題)------------------------------------------97
　　　　九州大学工学部 / 九州大学工学部 / 福岡大学工学部　　　香田 徹 / 今村 一夫 / 大野 克郎　(KOHDA, Tohru / IMAMURA, Kazuo / OONO, Yosiro)
　
11. Geometric Singular Perturbation Theory for Electrical Circuits(Theory of Dynamical Systems and Its Application to Nonlinear Problems)---119
　　　　名古屋大学教養部　　　池上 宜弘　(IKEGAMI, Giko)
　
12. FIBONACCI SEQUENCE OF STABLE PERIODIC ORBITS FOR ONE-PARAMETER FAMILIES OF C$^1$-UNIMODAL MAPPINGS(Theory of Dynamical Systems and Its Application to Nonlinear Problems)---134
　　　　Department of Mathematics, Kyoto University　　　柴山 建伸　(SHIBAYAMA, Kenshin)
　
13. 2山mapの分岐(力学系理論とその応用分野における非線形問題)-----------------------------------------------------------------------150
　　　　北海道大学理学部　　　三波 篤郎
　
14. COLLAPSE OF TWO-AND THREE- TORI AND APPEARANCE OF CHAOS IN DISSIPATIVE SYSTEMS(Theory of Dynamical Systems and Its Application to Nonlinear Problems)---160
　　　　Department of Physics, Faculty of Science, University of Tokyo　　　金子 邦彦　(Kaneko, Kunihiko)
　
15. f$^{-\upsilon$ SPECTRAL BEHAVIORS IN THE AREA-PRESERVING TWO-DIMENSIONAL MAPPINGS(Theory of Dynamical Systems and Its Application to Nonlinear Problems)---180
　　　　Department of Physics, University of Kyoto / Department of Physics, University of Kyoto　　　相沢 洋二 / 神山 保　(Aizawa, Y. / Kohyama, T.)
　
16. NOISE-INDUCED OREDER : The Information Mixing(Theory of Dynamical Systems and Its Application to Nonlinear Problems)-----------190
　　　　Department of Physics, Kyoto University / Bioholonics Project, Research Development Corporation of Japan　　　松本 健司 / 津田 一郎　(Matsumoto, K. / Tsuda, I.)
　
17. A Chaotic Attractor from a 2-segment Piecewise-linear Capacitor Circuit(Theory of Dynamical Systems and Its Application to Nonlinear Problems)---201
　　　　Department of Electrical Engineering, Waseda University / Department of Electrical Engineering, Waseda University / Department of Electrical Engineering and Computer Sciences, University of California　　　田中 聡 / 松本 隆 / Chua L.O.　(Tanaka, S. / Matsumoto, T. / Chua, L.O.)
　
18. A CHAOTIC ATTRACTOR FROM AN AUTONOMOUS 3-SEGMENT PIECEWISE-LINEAR CIRCUIT(Theory of Dynamical Systems and Its Application to Nonlinear Problems)---215
　　　　Department of Electrical Engineering, Waseda University / Department of Mathematics, Tokyo Metropolitan University / Department of Electrical Engineering and Computer Sciences, University of California　　　松本 隆 / 小室 元政 / Chua L.O.　(Matsumoto, T. / Komuro, M. / Chua, L.O.)
　
19. AVERAGE VOLTAGE OF CHAOTIC RESPONSE IN A JOSEPHSON JUNCTION CIRCUIT(Theory of Dynamical Systems and Its Application to Nonlinear Problems)---220
　　　　Department of Electronic Engineering, Tokushima University / Department of Electronic Engineering, Tokushima University　　　川上 博 / 七野 剛　(KAWAKAMI, Hiroshi / SHICHINO, Go)
　
20. ON THE WAVEFORMS OF VAN DER POL OSCILLATOR WITH LARGE NONLINEARITY(Theory of Dynamical Systems and Its Application to Nonlinear Problems)---230
　　　　Department of Electrical Engineering, Kyoto University　　　倉光 正己　(KURAMITSU, Masami)
　
21. BAND-TYPE DISSIPATIVE STRUCTURES IN BIOLOGICAL SYSTEMS(Theory of Dynamical Systems and Its Application to Nonlinear Problems)---249
　　　　Department of Electronics, Faculty of Engineering, Kyushu University / Department of Electronics, Faculty of Engineering, Kyushu University　　　都甲 潔 / 山藤 馨　(TOKO, Kiyoshi / YAMAFUJI, Kaoru)