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 Conference Papers (Available on Advance Programs)  (Sort by: Date Descending)
 Results 1 - 20 of 27  /  [Next]  
Committee Date Time Place Paper Title / Authors Abstract Paper #
RCS, SR, SRW
(Joint)
2023-03-02
11:40
Tokyo Tokyo Institute of Technology, and Online
(Primary: On-site, Secondary: Online)
Fractional Delay Implementation Focusing on Relative Delay Difference
Haruto Nakamura, Yoji Yamada (NIT, Ishikawa College), Suguru Kameda (Hiroshima Univ.) SR2022-88
In software defined radios, it is sometimes desired to compensate for a fixed time difference that remains between multi... [more] SR2022-88
pp.24-31
NLP 2022-08-02
15:55
Online Online Quantum Phase Reduction for Continuous Measurement
Wataru Setoyama, Yoshihiko Hasegawa (Univ. Tokyo) NLP2022-37
With the recent development of quantum technology, quantum synchronization and quantum limit cycle attract interest. In ... [more] NLP2022-37
p.43
EA, ASJ-H 2020-08-07
13:00
Online Online Application of localized smooth phase manipulation functions to phase compensation of acoustic impulse response
Hideki Kawahara (Wakayama Univ.), Ken-Ichi Sakakibara (Health Science Univ. Hokkaido), Mitsunori Mizumachi (KIT), Masanori Morise (Meiji Univ.), Hideki Banno (Meijo Univ.) EA2020-14
This report investigates the effects of boundary continuity of phase manipulation functions on the distribution of their... [more] EA2020-14
pp.1-8
CCS 2019-11-14
13:00
Hyogo Kobe Univ. Phase reduction approach to spatiotemporal synchronization of traveling and oscillating convection
Yoji Kawamura (JAMSTEC) CCS2019-24
We formulate a theory for the phase reduction of traveling and oscillating thermal convection in a two-dimensional incom... [more] CCS2019-24
pp.1-4
MSS, CAS, SIP, VLD 2019-07-30
15:15
Iwate Iwate Univ. [Invited Talk] Functional Roles of Phase Resetting Control in Rhythmic Movements and their Engineering Applications -- Mathematical Design of an Optimal Phase Response Curve for Walking Control --
Kazuki Nakada (Tsukuba Univ. Tech..), Keiji Miura (Kwansei Gakuin Univ.) CAS2019-9 VLD2019-15 SIP2019-25 MSS2019-9
Possible functional roles of the phase resetting control during rhythmic movements have attracted much attention. The ph... [more] CAS2019-9 VLD2019-15 SIP2019-25 MSS2019-9
p.39
IN, CCS
(Joint)
2018-08-01
14:00
Hokkaido Kitayuzawa Mori-no-Soraniwa [Invited Talk] Phase description and synchronization of collective rhythms in networks of coupled dynamical systems
Hiroya Nakao (Tokyo Tech.) CCS2018-25 IN2018-12
Collective rhythms in networks of coupled dynamical elements often play important functional roles in real-world systems... [more] CCS2018-25 IN2018-12
pp.1-6
NLP, CCS 2018-06-08
13:25
Kyoto Kyoto Terrsa Phase reduction approach to hydrodynamic synchronization of beating flagella
Yoji Kawamura, Remi Tsubaki (JAMSTEC) NLP2018-35 CCS2018-8
We formulate a theory for the phase reduction of a beating flagellum. The theory enables us to describe the dynamics of ... [more] NLP2018-35 CCS2018-8
pp.41-44
SS, MSS 2018-01-19
15:30
Hiroshima   Mathematical Analysis of Phase Resetting Control Mechanism during Rhythmic Movements
Kazuki Nakada (Hiroshima City Univ.), Keiji Miura (Kwansei Gakuin Univ.) MSS2017-72 SS2017-59
Recently, possible functional roles of the phase resetting control during rhythmic movements have attracted much attenti... [more] MSS2017-72 SS2017-59
pp.143-148
CCS 2017-06-29
15:00
Ibaraki Ibaraki Univ. [Invited Lecture] An Optimization of the Phase Resetting Control and its Application to Walking Control
Kazuki Nakada (Hiroshima City Univ.) CCS2017-4
Recently, the functional role of the phase resetting control during rhythmic movement including walking has been focused... [more] CCS2017-4
pp.15-20
CAS, NLP 2016-10-28
13:50
Tokyo   System identification of self-sustained oscillators based on the generalized phase model
Takayuki Sato (Aomori Univ.), Sho Shirasaka, Hiroya Nakao (Tokyo Tech.), Wataru Kurebayashi (Aomori Univ.) CAS2016-57 NLP2016-83
A one-dimensional reduced model, called the generalized phase model [W. Kurebayashi et al., Phys. Rev. Lett., 2013], can... [more] CAS2016-57 NLP2016-83
pp.103-106
NC, IPSJ-BIO, IBISML, IPSJ-MPS [detail] 2016-07-05
16:25
Okinawa Okinawa Institute of Science and Technology Sparse Simultaneous Estimation of Phase Response Curves using Spike-Triggered Average
Man Arakaki, Yasuhiko Igarashi (Univ. Tokyo), Toshiaki Omori (Kobe Univ.), Masato Okada (Univ. Tokyo/RIKEN) NC2016-7
Phase response curves (PRC) have been used extensively to estimate the response properties of neurons.
A recent measure... [more]
NC2016-7
pp.165-170
RCS, CCS, SR, SRW
(Joint)
2016-03-04
15:55
Tokyo Tokyo Institute of Technology Performance evaluation of scheduling based on pulse-coupled oscillator model in overlapped heterogeneous WSNs
Soichiro Yamanaka, Masafumi Hashimoto, Naoki Wakamiya (Osaka Univ) CCS2015-77
Wireless sensor networks (WSNs) have been common networking technologies for data gathering applications. In order to co... [more] CCS2015-77
pp.57-62
RCC, ASN, RCS, NS, SR
(Joint)
2015-07-31
10:15
Nagano JA Naganoken Bldg. Proposal of efficient scheduling based on pulse-coupled oscillator model for overlapped wireless sensor networks
Soichiro Yamanaka, Masafumi Hashimoto, Naoki Wakamiya (Osaka Univ.) ASN2015-54
It is important for improvements of radio efficiency to schedule data transmission of sensor nodes cooperatively, especi... [more] ASN2015-54
pp.195-200
NLP 2014-01-22
15:40
Hokkaido Niseko Park Hotel Design of nonlinear oscillators with prescribed orbits and response properties
Tsubasa Ishii, Wataru Kurebayashi, Hiroya Nakao (Tokyo Inst. of Tech.) NLP2013-160
Engineering applications of synchronization phenomena exhibited by nonlinear oscillators have attracted much attention r... [more] NLP2013-160
pp.163-166
NC, IPSJ-BIO 2013-06-28
10:30
Okinawa Okinawa Institute of Science and Technology Optimal pairs of coupling function and STDP window function for auto-associative memory
Ryota Miyata, Keita Sato, Toru Aonishi (Tokyo Inst. of Tech.) NC2013-6
From the computational viewpoint, Lengyel et al. (2005) derived an optimal auto-associative memory algorithm to store an... [more] NC2013-6
pp.101-106
NC 2012-07-31
13:40
Shiga Ritsumeikan Univ. College of Information Science and Engineering Characteristics Prediction of Synaptic Modification in the Hippocampal CA1 Network by Mutual information maximization -- Reverse Replay and Temporally Structured Replay Cases --
Ryota Miyata (Tokyo Tech.), Keisuke Ota (RIKEN), Toru Aonishi (Tokyo Tech.) NC2012-30
It has been reported that reverse replay and temporally-structured replay of ensemble spiking patterns occur during both... [more] NC2012-30
pp.89-94
NC, IPSJ-BIO 2012-06-28
14:15
Okinawa OIST, Okinawa Characteristics Prediction of Synaptic Modification in the Hippocampal CA1 Network by Mutual information maximization
Ryota Miyata (Tokyo Tech.), Keisuke Ota (RIKEN), Toru Aonishi (Tokyo Tech.) NC2012-10
We employ a top-down approach to finding optimal neural implementations for executing a computation of the hippocampal C... [more] NC2012-10
pp.53-58
ICD 2012-03-26
10:00
Osaka Osaka Univ. Integrated Circuit Implementation of Piecewise Linear Oscillators and its Application to Phase Reset Control
Kazuki Nakada (Kyushu Univ.), Kiyotoshi Matsuoka (Kyutech) ICD2011-145
In this work, we focus on a piecewise linear oscillator known as the Matsuoka oscillator constituting the component elem... [more] ICD2011-145
pp.1-6
EA 2011-11-19
10:00
Kumamoto Kumamoto Univ. An investigation on the Target Detection and the Vibration Scan using the Distance Measurement Technique
Yoshitaka Kondo, Manabu Fukushima (NBU), Mitsuo Matsumoto (ONCT), Hirofumi Yanagawa (CIT), Kazuharu Kuroiwa (NBU) EA2011-91
This paper proposes the vibration scan technique using short-term but high accuracy estimated impulse response using SNR... [more] EA2011-91
pp.55-60
NC 2011-10-19
13:35
Fukuoka Ohashi Campus, Kyushu Univ. Phase Response Properties of Piecewise Linear Oscillator and Functional Roles of Phase Resetting on Rhythmic Motion Control
Kazuki Nakada (Kyushu Univ.), Yasuomi Daishin Sato (Kyutech/RIKEN-BTCC/FIAS), Kiyotoshi Matsuoka (Kyutech) NC2011-50
In this work, we study on a piecewise linear oscillator known as the Matsuoka oscillator in view of its time scale param... [more] NC2011-50
pp.29-34
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