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 Conference Papers (Available on Advance Programs)  (Sort by: Date Descending)
 Results 1 - 20 of 40  /  [Next]  
Committee Date Time Place Paper Title / Authors Abstract Paper #
NLP, CAS 2019-10-23
11:40
Gifu Gifu Univ. Quasiperiodic oscillations in two-coupled piecewise-constant circuits
Naohiko Inaba, Yumie Ono, Hiroyuki Kamata (Meiji Univ.), Tri Quoc Truong (Tri Lab.), Tadashi Tsubone (Nagaoka Inst. Tech.), Munehisa Sekikawa (Utsunomiya Univ.), Tetsuro Endo (Meiji Univ.) CAS2019-43 NLP2019-83
In this study, we analyze two-coupled piecewise-constant hysteresis oscillators. In these oscillators, a one-dimensional... [more] CAS2019-43 NLP2019-83
pp.99-104
CCS, NLP 2019-06-07
16:10
Niigata machinaka campus nagaoka Coupled piecewise-constant circuits and Arnol'd tongue
Truong Quoc Tri (Tri Lab.), Tadashi Tsubone (Nagaoka Univ. Tech.), Munehisa Sekikawa (Utsunomiya Univ.), Naohiko Inaba, Tetsuro Endo (Meiji Univ.) NLP2019-26 CCS2019-9
In this study, we analyze coupled piecewise-constant oscillators. In this oscillator, explicit solutions are derived and... [more] NLP2019-26 CCS2019-9
pp.43-48
MSS, NLP
(Joint)
2018-03-13
13:00
Osaka   Doubly folded Neimark-Sacker bifurcation and two coexisting two-dimensional tori part 3
Tomoki Ikegami (Meiji Univ.), Munehisa Sekikawa (Utsunomiya Univ.), Nataliya Stankevich (SSTU), Naohiko Inaba, Tetsuro Endo (Meiji Univ.) NLP2017-105
We study quasiperiodic bifurcations generated in a discrete dynamics generating three invariant tori. In our previous st... [more] NLP2017-105
pp.19-24
NLP, CAS 2017-10-06
11:30
Niigata Machinaka Campus Nagaoka Remarkable resemblances between two pair of stable and saddle canards - Part iii
Yuta Nagata, Naohiko Inaba (Meiji Univ.), Munehisa Sekikawa (Utsunomiya Univ.), Tetsuro Endo (Meiji Univ.) CAS2017-36 NLP2017-61
Canards are one of the major discovery in nonlinear dynamics in the late last century and have been studied extensively ... [more] CAS2017-36 NLP2017-61
pp.65-68
NLP 2016-12-13
09:55
Aichi Chukyo Univ. Arnol'd resonance web and Chenciner bubbles in 3-dimensional piecewise-constant oscillator
Tri Quoc Truong, Tadashi Tsubone (Nagaoka Univ. of Tech.), Munehisa Sekikawa (Utsunomiya Univ.), Naohiko Inaba, Tetsuro Endo (Meiji Univ.) NLP2016-93
We analyze quasiperiodic bifurcation of a 3-dimensional piecewise-constant oscillator (PWCO).Because vector fields of PW... [more] NLP2016-93
pp.49-54
CAS, NLP 2016-10-27
13:30
Tokyo   Bifurcation analyses of stick-slip motion with a smooth approximating dry friction function
Kohe Muto, Munehisa Sekikawa (Utsunomiya Univ.) CAS2016-44 NLP2016-70
 [more] CAS2016-44 NLP2016-70
pp.33-37
NC, NLP
(Joint)
2016-01-28
09:30
Fukuoka Kyushu Institute of Technology Doubly folded Neimark-Sacker bifurcation and two coexisting two-dimensional tori part 2
Daiki Ogusu, Shuya Hidaka (Meiji Univ.), Munehisa Sekikawa (Utsunomiya Univ.), Naohiko Inaba, Tetsuro Endo (Meiji Univ.) NLP2015-126
 [more] NLP2015-126
pp.1-6
NLP, CAS 2015-10-05
15:25
Hiroshima Aster Plaza Doubly folded Neimark-Sacker bifurcation and two coexisting two-dimensional tori
Daiki Ogusu (Meiji Univ.), Munehisa Sekikawa (Utsunomiya Univ.), Naohiko Inaba, Tetsuro Endo (Meiji Univ.) CAS2015-30 NLP2015-91
This study investigates interesting quasi-periodic bifurcations observed in three-coupled delayed logistic maps where a ... [more] CAS2015-30 NLP2015-91
pp.51-54
NLP 2015-03-03
15:00
Hyogo Hyogo Prefecture Citizens' Hall Chenciner bubbles and hystereses
Naohiko Inaba, Kaoru Itoh (Meiji Univ.), Munehisa Sekikawa (Utsunomiya Univ.), Tetsuro Endo (Meiji Univ.) NLP2014-147
Bifurcations of quasi-periodic oscillations have attracted intensive research interest in recent years. In this study, w... [more] NLP2014-147
pp.23-26
NLP 2014-12-03
13:00
Tokyo Kyoto Univ. Tokyo Office Bifurcation of invariant three-tori generated by a three-coupled delayed logistic map
Shuya Hidaka, Naohiko Inaba (Meiji Univ.), Munehisa Sekikawa (Utsunomiya Univ.), Tetsuro Endo (Meiji Univ.) NLP2014-99
Bifurcations of High-dimensional tori have recently attracted a significant
research interest. We investigate an invar... [more]
NLP2014-99
pp.1-5
NLP 2014-11-07
09:30
Niigata TsubameSanjo Regional Industries Promotion Center A numerical study on a bouncing spring model
Ryo Miyajima, Katsutoshi Yoshida, Munehisa Sekikawa (Ustunomiya Univ.) NLP2014-90
 [more] NLP2014-90
pp.51-56
NLP, CAS 2014-10-17
13:00
Ehime Ehime University Bifurcation structure of Chenciner bubbles
Munehisa Sekikawa (Utsunomiya Univ.), Naohiko Inaba, Tetsuro Endo (Meiji Univ.) CAS2014-77 NLP2014-71
We investigate bifurcations generated in a coupled delayed logistic map. Since a delayed logistic map generates an invar... [more] CAS2014-77 NLP2014-71
pp.129-132
NLP, CAS 2014-10-17
13:40
Ehime Ehime University Numerical sensitivity of the derivation of Lyapunov diagram in a discrete-time dynamical system generating invariant three-torus
Shuya Hidaka, Naohiko Inaba, Kyohei Kamiyama (Meiji Univ.), Munehisa Sekikawa (Utsunomiya Univ.), Tetsuro Endo (Meiji Univ.) CAS2014-79 NLP2014-73
In this study, we investigate quasi-periodic bifurcations in a three-coupled delayed logistic map that generates an inva... [more] CAS2014-79 NLP2014-73
pp.139-144
NLP 2014-07-21
13:00
Hokkaido Hakodate City Central Library Four-dimensional torus and its Arnold resonance web: part 2
Shuya Hidaka, Naohiko Inaba, Kyohei Kamiyama (Meiji Univ.), Munehisa Sekikawa (Utsunomiya Univ.), Tetsuro Endo (Meiji Univ.) NLP2014-31
In this study, we investigate an Arnold resonance web generated in a three-coupled delayed logistic map that exhibits an... [more] NLP2014-31
pp.1-6
NLP 2014-05-26
16:15
Shimane Big Heart IZUMO Four-dimensional tous and its Arnold resonance web
Naohiko Inaba (Meiji Univ.), Munehisa Sekikawa (Utsunomiya Univ.), Tetsuro Endo (Meiji Univ.) NLP2014-6
In this study, we investigate an Arnold resonance web generated in a
three-coupled delayed logistic map that exhibits a... [more]
NLP2014-6
pp.29-32
NLP 2014-03-11
16:10
Tokyo Sophia University On the Arnold resonance web and Chenciner bubbles in a coupled delayed logistic map
Munehisa Sekikawa (Utsunomiya Univ.), Naohiko Inaba (Meiji Univ.) NLP2013-189
 [more] NLP2013-189
pp.139-143
NLP 2013-12-06
17:05
Overseas City University of Hong Kong Bifurcation boundaries of quasi-periodic oscillation : part II
Yoshimasa Shinotsuka, Kyohei Kamiyama, Naohiko Inaba (Meiji Univ.), Munehisa Sekikawa (Utsunomiya Univ.), Tetsuro Endo (Meiji Univ.) NLP2013-120
A one-dimensional invariant closed curve (ICC), corresponding to a two-torus in vector fields, and a two-dimensional inv... [more] NLP2013-120
pp.41-44
NLP 2013-10-28
17:00
Kagawa Sanport Hall Takamatsu Bifurcation boundaries of quasi-periodic oscillation
Yoshimasa Shinotsuka, Naohiko Inaba (Meiji Univ.), Munehisa Sekikawa (Utsunomiya Univ.), Tetsuro Endo (Meiji Univ.) NLP2013-87
A two-torus and a three-torus have been a subject of intense research
in recent years. There is a hypothesis concerning... [more]
NLP2013-87
pp.95-98
NLP 2013-07-08
16:10
Okinawa Miyako Island Marine Terminal Remarkable resemblances between two pair of stable and saddle canards:part II
Kaoru Itoh, Naohiko Inaba (Meiji Univ.), Munehisa Sekikawa (Univ. Tokyo), Tetsuro Endo (Meiji Univ.) NLP2013-37
Canards are one of the major discoveries in the field of nonlinear dynamics in the late last century. We are interested ... [more] NLP2013-37
pp.59-62
NLP 2013-05-27
16:40
Fukuoka Event hall, Central Library, Fukuoka University Invariant Torus and Arnold tongue in a discrete dynamics
Munehisa Sekikawa (Univ. of Tokyo), Sumito Fujiwara (Hamamatsu Photonics), Naohiko Inaba (Meiji Univ.), Tetsuya Yoshinaga, Ken'ichi Fujimoto (Tokushima Univ.), Tetsuro Endo (Meiji Univ.) NLP2013-16
An invariant closed curve (ICC) and an invariant torus (IT) have been a
subject of intense research in recent years. Th... [more]
NLP2013-16
pp.39-42
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