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Committee Date Time Place Paper Title / Authors Abstract Paper #
NLP 2016-03-24
14:30		 Kyoto Kyoto Sangyo Univ. Bifurcations of exciting states of a piecewise constant neuron model
Sohei Takeda, Hiroyuki Torikai (Kyoto Sangyo Univ.) NLP2015-145		 A piece-wise constant neuron model is a neuron model, the major nonlinearity of which is piece-wise constant functions.
... [more]		 NLP2015-145
pp.17-21
MBE, BioX, NC 2015-10-25
09:00		 Osaka Osaka Electro-Communication University On Blue-Sky catastrophe in a PWC neuron model
Sohei Takeda, Hiroyuki Torikai (Kyoto Sangyo Univ.) BioX2015-22 MBE2015-33 NC2015-17		 In this study, a design procedure of a homoclinic bifurcation of oscillatory orbits in a piece-wise constant neuron mode... [more] BioX2015-22 MBE2015-33 NC2015-17
pp.1-5
NLP, CAS 2014-10-17
16:30		 Ehime Ehime University Bifurcation analysis of the congestion control in the network router
Daisuke Ito, Tetsushi Ueta (Univ. of Tokushima) CAS2014-86 NLP2014-80		 The transmission control protocol with the random early detection (TCP/RED) is an important algorithm for the TCP conges... [more] CAS2014-86 NLP2014-80
pp.175-178
NLP 2011-11-09
14:05		 Okinawa Miyako Island Marine Terminal Analytical Derivation of Switching-pattern Distribution for Class-E Amplifier Using Bifurcation Theory
Tomoharu Nagashima, Xiuqin Wei (Chiba Univ.), Takuji Kousaka (Oita Univ.), Hiroo Sekiya (Chiba Univ.) NLP2011-100		 This paper presents analytical switching-pattern distributions for the class-E amplifier. For obtaining the switching-pa... [more] NLP2011-100
pp.49-54
NLP 2004-07-16
10:40		 Shizuoka Shizuoka Univ. Bifurcation Phenomena of Chaotic Attractor in a Piecewise Smooth System with Moving Border
Masahiko Mori, Takuji Kousaka (Fukuyama Univ.) 		In this paper, we discuss the chaotic attractor in a piecewise smooth
system which consists of four domains.
At first... [more]		 NLP2004-25
pp.7-12
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