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Shin-Ichiro Ei

Showing results (1-10 of 13) with videos related to

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Journal of Mathematical Biology|February 25, 2022
Oscillations and bifurcation structure of reaction-diffusion model for cell polarity formationMasataka Kuwamura, Hirofumi Izuhara, Shin-Ichiro Ei
Biological Cybernetics|March 5, 2004
Emergence of adaptability to time delay in bipedal locomotionKunishige Ohgane, Shin-Ichiro Ei, Kudo Kazutoshi, et al.
Biological Cybernetics|October 18, 2005
'Initial state' coordinations reproduce the instant flexibility for human walkingAkane Ohgane, Kunishige Ohgane, Shin-ichiro Ei, et al.
Physical Review. E|July 24, 2019
Reduced model of a reaction-diffusion system for the collective motion of camphor boatsKota Ikeda, Shin-Ichiro Ei, Masaharu Nagayama, et al.
Journal of Theoretical Biology|October 2, 2020
Effective nonlocal kernels on reaction-diffusion networksShin-Ichiro Ei, Hiroshi Ishii, Shigeru Kondo, et al.
Scientific Reports|August 22, 2018
JAK/STAT guarantees robust neural stem cell differentiation by shutting off biological noiseYoshitaro Tanaka, Tetsuo Yasugi, Masaharu Nagayama, et al.
Journal of Theoretical Biology|June 27, 2017
Mathematical modeling for meshwork formation of endothelial cells in fibrin gelsDaiki Sasaki, Hitomi Nakajima, Yoshimi Yamaguchi, et al.
Current Biology : CB|April 7, 2022
Tiling mechanisms of the Drosophila compound eye through geometrical tessellationTakashi Hayashi, Takeshi Tomomizu, Takamichi Sushida, et al.
Journal of Mathematical Biology|May 8, 2021
Correction to: A continuation method for spatially discretized models with nonlocal interactions conserving size and shape of cells and latticesShin-Ichiro Ei, Hiroshi Ishii, Makoto Sato, et al.
Journal of Mathematical Biology|September 22, 2020
A continuation method for spatially discretized models with nonlocal interactions conserving size and shape of cells and latticesShin-Ichiro Ei, Hiroshi Ishii, Makoto Sato, et al.
Pageof 2

Showing results (1-10 of 13) with videos related to

Sort By:
Pageof 2
Journal of Mathematical Biology|February 25, 2022
Oscillations and bifurcation structure of reaction-diffusion model for cell polarity formationMasataka Kuwamura, Hirofumi Izuhara, Shin-Ichiro Ei
Biological Cybernetics|March 5, 2004
Emergence of adaptability to time delay in bipedal locomotionKunishige Ohgane, Shin-Ichiro Ei, Kudo Kazutoshi, et al.
Biological Cybernetics|October 18, 2005
'Initial state' coordinations reproduce the instant flexibility for human walkingAkane Ohgane, Kunishige Ohgane, Shin-ichiro Ei, et al.
Physical Review. E|July 24, 2019
Reduced model of a reaction-diffusion system for the collective motion of camphor boatsKota Ikeda, Shin-Ichiro Ei, Masaharu Nagayama, et al.
Journal of Theoretical Biology|October 2, 2020
Effective nonlocal kernels on reaction-diffusion networksShin-Ichiro Ei, Hiroshi Ishii, Shigeru Kondo, et al.
Scientific Reports|August 22, 2018
JAK/STAT guarantees robust neural stem cell differentiation by shutting off biological noiseYoshitaro Tanaka, Tetsuo Yasugi, Masaharu Nagayama, et al.
Journal of Theoretical Biology|June 27, 2017
Mathematical modeling for meshwork formation of endothelial cells in fibrin gelsDaiki Sasaki, Hitomi Nakajima, Yoshimi Yamaguchi, et al.
Current Biology : CB|April 7, 2022
Tiling mechanisms of the Drosophila compound eye through geometrical tessellationTakashi Hayashi, Takeshi Tomomizu, Takamichi Sushida, et al.
Journal of Mathematical Biology|May 8, 2021
Correction to: A continuation method for spatially discretized models with nonlocal interactions conserving size and shape of cells and latticesShin-Ichiro Ei, Hiroshi Ishii, Makoto Sato, et al.
Journal of Mathematical Biology|September 22, 2020
A continuation method for spatially discretized models with nonlocal interactions conserving size and shape of cells and latticesShin-Ichiro Ei, Hiroshi Ishii, Makoto Sato, et al.
Pageof 2