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 Results 1 - 6 of 6  /   
Committee Date Time Place Paper Title / Authors Abstract Paper #
NC, NLP
(Joint)
2016-01-29
11:20
Fukuoka Kyushu Institute of Technology Feature quantities for analysis of digital maps
Tokoki Hamaguchi, Hiroki Yamaoka, Toshimichi Saito (HU) NLP2015-139
his paper studies simple digital dynamical systems that can generate various periodic orbits.
In order to consider the... [more]
NLP2015-139
pp.75-79
MBE, NC
(Joint)
2015-11-21
13:25
Miyagi Tohoku University Steady State Analysis of Digital Spike Maps
Hiroki Yamaoka, Toshimichi Saito (Hosei Univ.) NC2015-41
This paper studies dynamic of digital spike maps:
simple digital dynamical systems that can generate various periodic s... [more]
NC2015-41
pp.25-29
NLP 2015-04-23
13:55
Kagawa Kagawa Social Welfare Center Dynamaics Analysis of Digital Tent Map for Lattice Point Arrangement
Hiroyuki Kusano, Hiroki Yamaoka, Toshimichi Saito (Hosei Univ.) NLP2015-7
Discretizing the tent map, we obtain the digital tent map defined on a set of lattice points.
As is well known, the te... [more]
NLP2015-7
pp.27-32
MBE, NC
(Joint)
2014-12-13
13:00
Aichi Nagoya University Analysis of Digital Spike-Maps based on the Feature Quantity Plane
Hiroki Yamaoka, Toshimichi Saito (Hosei Univ.) NC2014-50
This paper studies dynamic of digital spike maps:
simple digital dynamical systems that can generate various periodic s... [more]
NC2014-50
pp.37-42
NC, IPSJ-BIO, IBISML, IPSJ-MPS [detail] 2014-06-26
15:25
Okinawa Okinawa Institute of Science and Technology Digital Spike-Phase Maps and Bifurcating Neuron with Double Inputs
Hiroki Yamaoka, Toshimichi Saito (Hosei Univ.) NC2014-6 IBISML2014-6
This paper studies the degital spike phase maps that can generate various spike-trains.
In order to consider the stead... [more]
NC2014-6 IBISML2014-6
pp.97-100
NLP 2014-03-11
13:55
Tokyo Sophia University Digital Spike Maps based on the Bifurcating Neurons
Hiroki Yamaoka, Narutoshi Horimoto, Toshimichi Saito (Hosei Univ.) NLP2013-184
This paper studies basic dynamics of a digital spike-phase map from a set of lattice points to itself. Depending on para... [more] NLP2013-184
pp.111-115
 Results 1 - 6 of 6  /   
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