Committee |
Date Time |
Place |
Paper Title / Authors |
Abstract |
Paper # |
NLP |
2024-09-05 14:15 |
Gifu |
Takayama City Library (Gifu) |
Takaki Kato (Chukyo Univ.), Yuu Miino (Naruto Univ. of Education), Takuji Kousaka (Chukyo Univ.) NLP2024-46 |
(To be available after the conference date) [more] |
NLP2024-46 pp.26-29 |
NLP |
2024-05-09 14:30 |
Kagawa |
Kagawa Prefecture Social Welfare Center (Kagawa) |
Deriving of border-collision bifurcation points for dynamical systems with intermittent operating characteristics using the monodromy matrix Hiroki Akiba (Chukyo Univ.), Yuu Miino (Naruto Univ. of Education.), Hiroyuki Asahara (Okayama Univ. of Science), Takuji Kousaka (Chukyo Univ.) NLP2024-4 |
(To be available after the conference date) [more] |
NLP2024-4 pp.15-18 |
NLP, CAS |
2023-10-06 09:40 |
Gifu |
Work plaza Gifu (Gifu) |
Ryota Komori, Kaito Kato (Chukyo Univ.), Yuu Miino (Naruto Univ. of Education), Hiroyuki Asahara (Okayama Univ. of Science), Takuji Kousaka (Chukyo Univ.) CAS2023-31 NLP2023-30 |
(To be available after the conference date) [more] |
CAS2023-31 NLP2023-30 pp.5-8 |
NLP, MSS |
2023-03-15 13:20 |
Nagasaki |
(Nagasaki, Online) (Primary: On-site, Secondary: Online) |
Global bifurcations in a two-link robot Rikiya Yamaguchi (Tokushima Univ), Daisuke Ito (Gifu Univ), Yuu Miino (Naruto Univ), Tetsushi Ueta (Tokushima Univ) MSS2022-69 NLP2022-114 |
A two-link robot is modeled as a four-dimensional autonomous system, and its motion is chaotic.
The global motion of t... [more] |
MSS2022-69 NLP2022-114 pp.37-42 |
NLP, MSS |
2023-03-16 10:40 |
Nagasaki |
(Nagasaki, Online) (Primary: On-site, Secondary: Online) |
Stability analysis method for a two-dimensional composite dynamical system with an implicit function Takaki Kato, Keita Kiyosu (Chukyo Univ.), Yuu Miino (Naruto Univ. of Education), Hiroyuki Asahara (Okayama Univ. of Science), Takuji Kousaka (Chukyo Univ.) MSS2022-82 NLP2022-127 |
(To be available after the conference date) [more] |
MSS2022-82 NLP2022-127 pp.100-103 |
NLP |
2022-08-02 10:40 |
Online |
Online (Online) |
* Keita Kiyosu (Chukyo Univ.), Hiroyuk Asahara (Okayama Univ. of Sci.), Naohiko Inaba (Shonan Inst. of Tech.), Yuu Miino (Naruto Univ. Educ), Takuji Kousaka (Chukyo Univ.) NLP2022-30 |
(To be available after the conference date) [more] |
NLP2022-30 pp.20-23 |
NLP |
2019-09-23 09:50 |
Kochi |
Eikokuji Campus, University of Kochi (Kochi) |
Numerical calculation of unstable periodic points in the logistic map based on the symbolic dynamics Yuu Miino (Tokyo Univ. of Tech.), Tetsushi Ueta (Tokushima Univ.) NLP2019-36 |
In this study, we propose a numerical method to calculate unstable periodic points in the chaos of the logistic map. The... [more] |
NLP2019-36 pp.11-14 |
NLP |
2019-09-24 13:45 |
Kochi |
Eikokuji Campus, University of Kochi (Kochi) |
Recognition of a horseshoe map and its controlling chaos Shohei Miyazaki, Tetsushi Ueta (Tokushima Univ.), Yuu Miino (TUT), Hiroshi Kawakami (Tokushima Univ.) NLP2019-58 |
[more] |
NLP2019-58 pp.117-122 |
NLP |
2018-08-08 13:45 |
Kagawa |
Saiwai-cho Campus, Kagawa Univ. (Kagawa) |
Bifurcations in the ship capsizing problem Yuu Miino, Tetsushi Ueta, Hiroshi Kawakami (Tokushima Univ.), Atsuo Maki, Naoya Umeda (Osaka Univ.) NLP2018-55 |
In the field of ship stability, the softening Duffing equation is used for the ship capsizing problem. However, most of ... [more] |
NLP2018-55 pp.15-19 |
NLP |
2018-08-09 12:00 |
Kagawa |
Saiwai-cho Campus, Kagawa Univ. (Kagawa) |
Positional relationship between homoclinic points and unstable periodic points of the horseshoe map in Henon map Shohei Miyazaki, Yuu Miino, Tetsushi Ueta, Hiroshi Kawakami (Tokushima Univ.) NLP2018-70 |
A researcher had suggested the method to obtain the unstable periodic point (UPP) embedded in the horseshoe map by using... [more] |
NLP2018-70 pp.91-96 |
NLP |
2017-05-12 09:30 |
Okayama |
Okayama University of Science (Okayama) |
Bifurcation of a homoclinic point in a simple piecewise linear dynamical system Yuu Miino, Tetsushi Ueta, Hiroshi Kawakami (Tokushima Univ.) NLP2017-15 |
In a certain case, a piecewise linear dynamical system shows rich nonlinear phenomena. In this study, we discuss the hom... [more] |
NLP2017-15 pp.73-76 |
NLP |
2016-09-14 14:30 |
Hyogo |
Konan Univ. (Hyogo) |
Nonlinear phenomena observed in the piecewise hysteresis Duffing equation Yuu Miino, Tetsushi Ueta, Hiroshi Kawakami (Tokushima Univ.) NLP2016-50 |
Hysteresis property can be modeled as a piecewise linear function with the hybrid system approach. In this study, we mod... [more] |
NLP2016-50 pp.31-36 |
NLP |
2016-05-27 09:25 |
Kochi |
Kochi Univ. (Kochi) |
Synchronized firing phenomena and bifurcation in coupled Izhikevich neuron model Yuu Miino, Tetsushi Ueta (Tokushima Univ.) NLP2016-11 |
In a coupled Izhikevich neuron model, there are some parameter regions where each neuron arises firing at the same time;... [more] |
NLP2016-11 pp.51-56 |