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 Conference Papers (Available on Advance Programs)  (Sort by: Date Descending)
 Results 1 - 20 of 25  /  [Next]  
Committee Date Time Place Paper Title / Authors Abstract Paper #
NLP, MSS 2024-03-14
10:25
Misc. Kikai-Shinko-Kaikan Bldg. A Particle Swarm Optimizer Based on Chaotic Spiking Oscillators with Dynamic Thresholds for Velocity Vectors
Ahmed Ali, Hidehiro Nakano (Tokyo City Univ.) MSS2023-87 NLP2023-139
Particle Swarm Optimization (PSO) is a metaheuristic algorithm known for solving complex optimization problems. Despite ... [more] MSS2023-87 NLP2023-139
pp.77-82
NLP 2022-11-25
11:10
Shiga
(Primary: On-site, Secondary: Online)
[Invited Talk] Chaotic time series and Ueda's theory of chaos
Takaya Miyano (Ritsumeikan Univ.) NLP2022-72
In terms of Ueda’s theory of chaos, i.e., the concept of randomly transitional oscillations, we discuss the implications... [more] NLP2022-72
pp.71-72
CCS, NLP 2019-06-09
09:25
Niigata machinaka campus nagaoka Chaotic synchronization induced by external noise in a system of coupled limit cycles with two native frequencies
Keiji Okumura (Hitotsubashi Univ.), Akihisa Ichiki (Nagoya Univ.) NLP2019-29 CCS2019-12
In uncoupled oscillatory systems, it is widely known that common noise input can induce chaotic synchronization. However... [more] NLP2019-29 CCS2019-12
pp.55-58
NLP 2019-05-11
13:25
Oita J:COM HoltoHALL OITA Design of parameters for chaotic synchronization in delayed-coupled Bernoulli maps with directed graph
Tetsuya Iizuka, Yoshiki Sugitani (Ibaraki Univ.) NLP2019-16
This study designs parameters to induce chaotic synchronization in delayed-coupled Bernolli maps with directed graph. Pr... [more] NLP2019-16
pp.87-91
NLP, MSS
(Joint)
2019-03-15
10:50
Fukui Bunkyo Camp., Univ. of Fukui Realization of coupled maps by chaotic spiking oscillators
Tran Pham Anh Chuong, Tadashi Tsubone (Nagaoka Univ. of Tech.) NLP2018-133
In this report, we consider a simple nonlinear system, chaotic spiking oscillator, whose system exhibits various bifurca... [more] NLP2018-133
pp.47-50
CAS, ICTSSL 2019-01-24
16:15
Tokyo Kikai-Shinko-Kaikan Bldg. Self-similar structures of mixed-mode oscillations Part II
Naohiko Inaba (Meiji Univ.), Takuji Kousaka (Chukyo Univ.), Tetsuro Endo (Meiji Univ.) CAS2018-127 ICTSSL2018-46
In this study, we investigate mixed-mode oscillation-incrementing bifurcations (MMOIBs) generated in a driven forced Bon... [more] CAS2018-127 ICTSSL2018-46
pp.53-58
NLP, NC
(Joint)
2019-01-24
09:50
Hokkaido The Centennial Hall, Hokkaido Univ. Messsage transcription using partial synchronization of intermittently coupled chaotic oscillators
Kenichiro Cho, Masashi Onishi, Takaya Miyano (Ritsumeikan Univ.) NLP2018-110
We have developed a method for the secure communication of a short message via the partial synchronization of intermitte... [more] NLP2018-110
pp.77-82
NLP 2017-05-12
09:55
Okayama Okayama University of Science Interspike interval characteristics of the chaotic spiking circuit with relaxation oscillation.
Yusuke Matsuoka (NIT, Yonago College) NLP2017-16
This report considers the interspike interval (ISI) characteristic of the chaotic spiking circuit with relaxation oscill... [more] NLP2017-16
pp.77-80
NLP 2017-05-12
11:25
Okayama Okayama University of Science Analysis of chaotic dynamical systems using the projection-operator method -- Similarity between dissipative and Hamiltonian dynamical system --
Hirotaka Tominaga (Saga Univ.) NLP2017-19
We aim to verify by theoretical development and numerical experiments of
a method to associate the transport coefficie... [more]
NLP2017-19
pp.93-97
NLP 2015-03-04
14:50
Hyogo Hyogo Prefecture Citizens' Hall Two different piecewise constant spiking oscillators by one-way coupling
Yusuke Matsuoka (NIT, Yonago College) NLP2014-157
This paper considers one-way coupled system of two different piecewise constant oscillators. One oscillator in single sy... [more] NLP2014-157
pp.79-83
NLP, CAS 2014-10-16
16:10
Ehime Ehime University Noise-Induced Synchronization of Chaotic Oscillator by Natural Environmental Noise
Hiroyuki Yasuda, Mikio Hasegawa (TUS) CAS2014-66 NLP2014-60
It have been investigated the phenomenon that uncoupled chaotic oscillators synchronize each other by the addition of co... [more] CAS2014-66 NLP2014-60
pp.77-80
NLP 2014-03-10
10:00
Tokyo Sophia University Definition of phase for chaotic oscillators
Wataru Kurebayashi, Hiroya Nakao (Tokyo Inst. of Tech.) NLP2013-164
In analyzing synchronization of limit-cycle oscillators, the phase reduction method, with which we can reduce the dimens... [more] NLP2013-164
pp.1-2
NLP 2013-05-28
12:15
Fukuoka Event hall, Central Library, Fukuoka University Phase reduction analysis of noise-induced synchronization in chaotic oscillators
Wataru Kurebayashi (Tokyo Inst. of Tech.), Kantaro Fujiwara (Saitama Univ.), Hiroya Nakao (Tokyo Inst. of Tech.), Tohru Ikeguchi (Saitama Univ.) NLP2013-25
When driven by common noise, various dynamical systems
can undergo mutual synchronization. This phenomenon is
called ... [more]
NLP2013-25
pp.87-90
NLP 2013-03-15
15:10
Chiba Nishi-Chiba campus, Chiba Univ. Experimental observation of common noise-induced synchronization in chaotic oscillators
Tsubasa Kawai, Ryoya Kusumi, Kaori Kuroda (Saitama Univ.), Hideyuki Kato (CSISC-UIB), Kantaro Fujiwara (Saitama Univ.), Kenya Jin'no (Nippon Inst. of Tech.), Tohru Ikeguchi (Saitama Univ.) NLP2012-172
Synchronization is a ubiquitous phenomenon that has been widely observed in
various nonlinear dynamical systems. Among ... [more]
NLP2012-172
pp.149-154
NC, NLP 2013-01-25
09:50
Hokkaido Hokkaido University Centennial Memory Hall Chaotic oscillations induced by stochastic resonance in augmented Lorenz systems
Takaya Miyano, Kenichiro Cho (Ritsumeikan Univ.) NLP2012-126 NC2012-116
Motivated by the choatic waterwheel subject to the Lorenz equations, we have recently developed a chaotic gas turbine, t... [more] NLP2012-126 NC2012-116
pp.125-130
NLP 2012-03-27
15:15
Nagasaki Fukue Cultural Hall Electronic Circuit Representing Large-Scale Augmented Lorenz Oscillator and its Dynamical Properties
Koki Yoshimoto, Mitsuhiro Aono, Takaya Miyano (Ritsumeikan Univ.) NLP2011-146
The nondimensionalized expression for the equations of motion of a chaotic gas turbine that randomly reverses the direct... [more] NLP2011-146
pp.29-33
NLP 2011-12-15
13:50
Aomori Iwaki Hall AB, Hirosaki Univ. Applicability of Augmented Lorenz Equations to Chaos-Based Secure Communications
Kenichiro Cho, Takaya Miyano (Ritsumeikan Univ.) NLP2011-119
We have developed a chaotic gas turbine which simulates the dynamical behavior of turbulent Rayleigh-Bénard conve... [more] NLP2011-119
pp.13-18
NC, NLP 2011-01-26
09:30
Hokkaido Hokakido Univ. Stabilization of unstable fixed points in time-delay chaotic oscillators by using a multiple time-delay feedback
Luan Ba Le, Keiji Konishi, Naoyuki Hara (Osaka Prefecture Univ.) NLP2010-156 NC2010-120
The present report shows that unstable fixed points of time-delay chaotic oscillators can be stabilized by a multiple ti... [more] NLP2010-156 NC2010-120
pp.179-182
NC, NLP, IPSJ-BIO [detail] 2010-06-19
13:00
Okinawa Ryukyu-daigaku-gozyu-syunen-kinenn-kaikan Analysis of Synchronization in Coupled Chaotic Neurons with ring structure
Tsuyoshi Shinkai, Masaharu Adachi (Tokyo Denki Univ.) NLP2010-14 NC2010-14
It is known that synchronization occurs in coupled chaotic oscillators. In particular, it has been reported on synchroni... [more] NLP2010-14 NC2010-14
pp.127-130
NC, NLP, IPSJ-BIO [detail] 2010-06-19
13:50
Okinawa Ryukyu-daigaku-gozyu-syunen-kinenn-kaikan Stochastic phase description of fluctuating rhythmic elements
Shigefumi Hata (Kyoto Univ.), Kensuke Arai (RIKEN), Hiroya Nakao (Kyoto Univ.) NLP2010-16 NC2010-16
Rhythmic elements are widely distributed in nature and synchronization among them attracts much attention in diverse fie... [more] NLP2010-16 NC2010-16
pp.135-139
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