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 Conference Papers (Available on Advance Programs)  (Sort by: Date Descending)
 Results 1 - 17 of 17  /   
Committee Date Time Place Paper Title / Authors Abstract Paper #
NLP 2023-05-13
14:15
Fukushima Kenshin Koriyama Cultural Center (Koriyama, Fukushima) Bifurcation Phenomena in phase-locked Region of Piecewise-constant Oscillators with External Input
Mizuki Urushibara, Tadashi Tsubone (Nagaoka University of Technology) NLP2023-8
In this study, we analyze the bifurcation phenomenon in the arnol'd tongue of a 2-D piecewise-constant driven oscillator... [more] NLP2023-8
pp.33-36
NLP, MSS
(Joint)
2021-03-15
09:40
Online Online Pulse coupled system of two pieceiwise constant spiking oscillators with different characteristics -- Mutual coupling of divergence and convergence vibration types --
Shoma Yamada, Yusuke Matsuoka (NITY) NLP2020-56
While a piecewise constant spiking oscillator (PWCSO) is the simple model, the PWCSO exhibits chaos. The investigation o... [more] NLP2020-56
pp.5-10
CAS, NLP 2018-10-19
11:20
Miyagi Tohoku Univ. Analysis of Synchronization Phenomena and Phase-Inversion Waves in Piecewise-Constant Oscillators Coupled by Hysteresis Elements as a Ladder
Hikaru Kobayashi, Tadashi Tsubone (Nagaoka Univ. of Tech.) CAS2018-53 NLP2018-88
In this study, a coupled system of piecewise-constant oscillators coupled by hysteresis elements as a ladder are conside... [more] CAS2018-53 NLP2018-88
pp.87-92
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 2014-06-30
13:00
Miyagi Tohoku Univ. Synchronization of master-slave coupled system of 3-D Piecewise-Constant Oscillators
Yuya Sekine, Tadashi Tsubone (Nagaoka Univ. of Tech.) NLP2014-19
In this study, we consider simply master-slave coupled system of 3-D Piecewise-Constant Oscillators (PCOs).
The oscill... [more]
NLP2014-19
pp.1-4
NLP 2013-10-29
10:45
Kagawa Sanport Hall Takamatsu A hysteresis piecewise-constant circuit with time-delayed feedback
Daichi Manabe, Tadashi Tsubone (Nagaoka Univ. of Tech) NLP2013-96
In this report, we consider a hysteresis piecewise-constant circuit with feedback of time-delayed states. In general, it... [more] NLP2013-96
pp.139-142
NLP 2013-10-29
13:00
Kagawa Sanport Hall Takamatsu Analysis of bifurcation and synchronization phenomena as shown in coupling system of piecewise constant oscillators
Keisuke Suzuki, Tadashi Tsubone (Nagaoka Univ. of Tech.) NLP2013-98
In this study, we consider synchronization phenomena of in-phase and anti-phase and bifurcation phenomena in a coupled s... [more] NLP2013-98
pp.147-151
NLP 2013-07-08
15:20
Okinawa Miyako Island Marine Terminal Classification of PWC Vector Field and Chaotic Spiking Oscillators
Kazuyuki Kimura (HUHosei Univ.), Toshimichi Saito (Hosei Univ.), Tadashi Tsubone (NUT) NLP2013-35
This paper studies piecewise constant system having signum and hysteresis nonlinearity.
Since vector field is piecewise... [more]
NLP2013-35
pp.49-52
NLP 2012-11-20
10:00
Miyagi Ishinomaki Senshu University Creation and Annihilation of Trajectories in Discrete-Time Piecewise Constant Systems
Hisato Fujisaka, Takeshi Kamio, Kazuhisa Haeiwa (Hiroshima City Univ.) NLP2012-84
Switched-capacitor sigma-delta modulators possessing quantizers are considered as discrete-time systems with piecewise ... [more] NLP2012-84
pp.43-48
NLP 2012-11-20
10:25
Miyagi Ishinomaki Senshu University Study on a hysteresis piecewise-constant circuit with time-delayed feedback
Daichi Manabe, Tadashi Tsubone (Nagaoka Univ. of Tech.) NLP2012-85
In this report, we consider a hysteresis piecewise-constant circuit with feedback of time-delayed states. In general, it... [more] NLP2012-85
pp.49-53
NLP 2012-05-28
13:55
Akita Akita City Exchange Plaza Synchronization Phenomena of 2-dimensional Piecewise-Constant-Oscillator Coupled by Hysteresis element
Keisuke Suzuki, Tadashi Tsubone (Nagaoka Univ. of Tech) NLP2012-26
In this work, a coupled system of simple two-dimensional Piecewise Constant Oscillators(abbr. PCOs) are considered. The ... [more] NLP2012-26
pp.5-10
NLP 2011-11-09
13:15
Okinawa Miyako Island Marine Terminal Basic dynamics of chaotic spiking oscillators with two thresholds
Shinya Tanaka, Toshimichi Saito (HU), Kunihiko Mitsubori (TU) NLP2011-98
This paper presents piecewise constant chaotic spiking oscillators with two firing thresholds.
In the case of single f... [more]
NLP2011-98
pp.37-42
NLP 2011-07-02
11:25
Hokkaido Shari-cho Kohminkan: Yme-hall Shiretoko Synthesis and analysis of a piecewise-constant spiking oscillator with time-delayed feedback
Daichi Manabe, Tadashi Tsubone (Nagaoka Univ. Tec.) NLP2011-57
In this report, we consider a piecewise-constant chaotic circuit with feedback of time-delayed states.The system exhibit... [more] NLP2011-57
pp.181-185
NLP 2010-12-13
16:15
Tottori Yonago Convention Center Response of pulse-coupled piecewise constant spiking oscillators
Yusuke Matsuoka (Yonago National College of Tech.) NLP2010-124
This paper introduces pulse-coupled piecewise constant spiking oscillators (PWCSOs). This system consists two PWCSOs and... [more] NLP2010-124
pp.65-68
NLP 2005-12-16
14:15
Ibaraki Ibaraki Univ. Global Representation of Periodic Solutions Appearing in Zero-Stiffness Vibro-Impact System
Hitoshi Imamura (Ibaraki Univ.)
Exact derivation method of all periodic solutions for zero stiffness forced vibro-impact systems is proposed. First, spe... [more] NLP2005-92
pp.39-44
NLP 2005-03-26
09:55
Tokyo Tokyo Univ Bifurcation phenomena of piecewise constant spiking chaotic circuits
Yusuke Matsuoka, Toshimichi Saito, Hiroyuki Torikai (HU)
This paper studies basic bifurcation phenomena of simple spiking chaotic circuits. The circuits can exhibit various chao... [more] NLP2004-126
pp.7-12
NLP 2004-05-18
15:45
Miyagi Tohoku Univ. *
Yusuke Matsuoka, Toshimichi Saito (Hosei Univ.)
This paper studies simple piecewise constant spiking chaotic circuits.
The circuit consists of two voltage-controlled ... [more]
NLP2004-11
pp.59-64
 Results 1 - 17 of 17  /   
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