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 Conference Papers (Available on Advance Programs)  (Sort by: Date Descending)
 Results 1 - 20 of 80  /  [Next]  
Committee Date Time Place Paper Title / Authors Abstract Paper #
NLP 2024-05-09
13:40
Kagawa Kagawa Prefecture Social Welfare Center Bifurcation analysis of the Hindmarsh-Rose neuron model with electromagnetic induction
Masato Saito, Tetsushi Ueta (Tokushima Univ.)
 [more]
RCC, ISEC, IT, WBS 2024-03-14
09:55
Osaka Osaka Univ. (Suita Campus) Comparison of accuracy of classification methods using machine learning for imaged malware
Kenta Usui, Hiroki Tanioka, Masahiko Sano, Kenji Matsuura, Tetsushi Ueta (Tokushima Univ.) IT2023-114 ISEC2023-113 WBS2023-102 RCC2023-96
In recent years, the damage caused by malware has become more serious, and the increase in the number of variants of exi... [more] IT2023-114 ISEC2023-113 WBS2023-102 RCC2023-96
pp.254-258
RCC, ISEC, IT, WBS 2024-03-14
10:20
Osaka Osaka Univ. (Suita Campus) Improving classification accuracy of imaged malware through data expansion
Kaoru Yokobori, Hiroki Tanioka, Masahiko Sano, Kenji Matsuura, Tetsushi Ueta (Tokushima Univ.) IT2023-115 ISEC2023-114 WBS2023-103 RCC2023-97
Although malware-based attacks have existed for years,
malware infections increased in 2019 and 2020.
One of the reaso... [more]
IT2023-115 ISEC2023-114 WBS2023-103 RCC2023-97
pp.259-264
NC, MBE, NLP, MICT
(Joint) [detail]
2024-01-24
11:30
Tokushima Naruto University of Education Bifurcation of three Wilson-Cowan neuron models
Masaki Yoshikawa, Seiya Amoh, Tetsushi Ueta (Tokushima Univ.) NLP2023-89 MICT2023-44 MBE2023-35
 [more] NLP2023-89 MICT2023-44 MBE2023-35
pp.30-33
NC, MBE, NLP, MICT
(Joint) [detail]
2024-01-24
17:00
Tokushima Naruto University of Education On inverse-time responses and bifurcations in 2-dimensional non-autonomus systems
Michiru Katayama, Tetsushi Ueta (Tokushima Univ.) NLP2023-96 MICT2023-51 MBE2023-42
A dynamical system represented by the signal response of an electric circuit is expressed as a non-autonomous system. So... [more] NLP2023-96 MICT2023-51 MBE2023-42
pp.66-69
NC, MBE, NLP, MICT
(Joint) [detail]
2024-01-25
11:30
Tokushima Naruto University of Education Canard Cycles in Multivibrators with Piece-wise Constant Identical Operational Amplifier
Seiya Amoh, Tetsushi Ueta (Tokushima Univ.) NLP2023-106 MICT2023-61 MBE2023-52
The multi-vibrator is an electronic circuit with multiple stable states, often built using operational amplifiers.
Ther... [more]
NLP2023-106 MICT2023-61 MBE2023-52
pp.106-109
NC, MBE, NLP, MICT
(Joint) [detail]
2024-01-25
17:50
Tokushima Naruto University of Education Visualization of a 2-dimensionally stable manifold of an equilibrium in 3 dimensional autonomous system
Ryuto Ishigaki, Tetsushi Ueta (Tokushima Univ.) NLP2023-121 MICT2023-76 MBE2023-67
In various field such engineering and biology, to analyze systems, people have been analyzing them by building
models. ... [more]
NLP2023-121 MICT2023-76 MBE2023-67
pp.174-177
CCS, NLP 2023-06-09
13:30
Tokyo Tokyo City Univ. Bifurcation analysis and simulation of a biological switch model
Quankai Zhang, Tetsushi Ueta (Tokushima Univ) NLP2023-23 CCS2023-11
Using a mathematical model of biological switches, we examine the phenomenon of cell differentiation under a cyclic exte... [more] NLP2023-23 CCS2023-11
pp.45-48
CCS, NLP 2023-06-09
15:25
Tokyo Tokyo City Univ. Multivibrator as Slow-fast Dynamics -- Canard Explosion and its Circuit Response --
Seiya Amoh, Tetsushi Ueta (Tokushima Univ.) NLP2023-27 CCS2023-15
Slow-fast dynamical systems are ordinary differential equations with significantly different time scales, which can exhi... [more] NLP2023-27 CCS2023-15
pp.61-64
CCS, NLP 2023-06-09
15:50
Tokyo Tokyo City Univ. Laminar stabilization control in chaos intermittency
Michiru Katayama, Kenji Ikeda, Tetsushi Ueta (Tokushima Univ.) NLP2023-28 CCS2023-16
Intermittency gives the irregular switching of almost periodic (laminar)
and chaotic (burst) motions, and can be confi... [more]
NLP2023-28 CCS2023-16
pp.65-68
NLP, MSS 2023-03-15
13:00
Nagasaki
(Primary: On-site, Secondary: Online)
A scenario obtaining periodic solutions from third-order autonomous system without equilibrium points
Ryuichi Yoshida, Seya Amoh, Tetsushi Ueta (Tokushima Univ.) MSS2022-68 NLP2022-113
The generation of periodic solutions is one example of a bifurcation in an autonomous system. Usually, periodic solution... [more] MSS2022-68 NLP2022-113
pp.31-36
NLP, MSS 2023-03-15
13:20
Nagasaki
(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
NC, NLP 2023-01-28
14:00
Hokkaido Future University Hakodate
(Primary: On-site, Secondary: Online)
Revisit on Computations for Bifurcation Problems-a follow-up
Tetsushi Ueta (Tokushima Univ.) NLP2022-88 NC2022-72
Python is gaining attention as a fundamental programming language for machine learning and data science. This report des... [more] NLP2022-88 NC2022-72
pp.36-41
CCS, NLP 2022-06-10
10:15
Osaka
(Primary: On-site, Secondary: Online)
Multivibrator as Slow-fast Dynamics -- Basic Bifurcation Phenomena and Canard Solutions --
Seiya Amoh, Tetsushi Ueta (Tokushima Univ.), Hiroshi Kawakami NLP2022-15 CCS2022-15
Slow-fast dynamical systems are systems of ordinary differential equations involving different time constants.
Systems ... [more]
NLP2022-15 CCS2022-15
pp.72-77
NLP 2021-12-17
16:20
Oita J:COM Horuto Hall OITA [Invited Talk] Revisit on Computations for Bifurcation Problems
Tetsushi Ueta (Tokushima Univ.) NLP2021-55
We are developing a bifurcation analysis tool written by Python. In this computer language, reliable functions which hav... [more] NLP2021-55
p.56
NLP 2019-09-23
09:50
Kochi Eikokuji Campus, University of 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 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
PRMU, CNR 2019-02-28
14:15
Tokushima   Local Zoo Guide Application using Image Recognition
Rabarison Misamanana Felicia, Kohei Kawanaka, Hiroki Tanioka, Tetsushi Ueta (Tokushima Univ.) PRMU2018-118 CNR2018-41
Most of the information for guide in the Tokushima zoo is in Japanese. However, it is difficult to understand Japanese g... [more] PRMU2018-118 CNR2018-41
pp.21-26
NLP 2018-08-08
13:45
Kagawa Saiwai-cho Campus, Kagawa Univ. 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. 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
 Results 1 - 20 of 80  /  [Next]  
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