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Hiroyasu Yamada
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All published works
Action
Title
Year
Authors
+
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Exact Phase Solutions of Nonlinear Oscillators on Two-dimensional Lattice
2004
Tsunehiro Yokoi
Hiroyasu Yamada
Kazuhiro Nozaki
+
Random Wandering around Homoclinic-Like Manifolds in a Symplectic Map Chain.
2002
Shin‐itiro Goto
Kazuhiro Nozaki
Hiroyasu Yamada
+
Dispersion relations to oscillatory reaction-diffusion systems with the self-consistent flow
1999
Hiroyasu Yamada
Toshiyuki Nakagaki
+
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Pattern formation of a reaction-diffusion system with self-consistent flow in the amoeboid organism<b><i>Physarum</i></b>plasmodium
1999
Hiroyasu Yamada
Toshiyuki Nakagaki
Masami Itō
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Pattern formation of reaction-diffusion model having self-determined flow in relation to amoeboid behaviour
1998
Hiroyasu Yamada
Toshiyuki Nakagaki
Masami Itō
山田 裕康
中垣 俊之
伊藤 正美
+
Refraction of active waves in reaction—diffusion media
1996
Hiroyasu Yamada
Chihiro Matsuoka
Akira Yoshimori
Common Coauthors
Coauthor
Papers Together
Toshiyuki Nakagaki
3
Masami Itō
2
Kazuhiro Nozaki
2
山田 裕康
1
Chihiro Matsuoka
1
Akira Yoshimori
1
伊藤 正美
1
中垣 俊之
1
Tsunehiro Yokoi
1
Shin-itiro Goto
1
Commonly Cited References
Action
Title
Year
Authors
# of times referenced
+
The Motion of Surfaces
1993
Kazuaki Nakayama
Miki Wadati
1
+
Traveling bands of chemotactic bacteria: A theoretical analysis
1971
Evelyn Fox Keller
Lee A. Segel
1
+
Mach reflection for the two-dimensional Burgers equation
1992
M. Brio
John K. Hunter
1
+
PDF
Chat
The world of the complex Ginzburg-Landau equation
2002
Igor S. Aranson
Lorenz Kramer
1
+
Aggregating pattern dynamics in a chemotaxis model including growth
1996
Masayasu Mimura
Tohru Tsujikawa
1
+
Nonlinear Oscillations, Dynamical Systems, and Bifurcations of Vector Fields
1983
John Guckenheimer
Philip Holmes
1
+
Exact travelling wave solutions of a class of nonlinear diffusion equations by reduction to a quadrature
1988
M. Otwinowski
R. Paul
W. G. Laidlaw
1
+
PDF
Chat
Streaming instability of slime mold amoebae: An analytical model
1997
Thomas Höfer
Philip K. Maini
1
+
On the propagation of shock waves through regions of non-uniform area or flow
1958
G. B. Whitham
1