INAWASHIRO Sakari | Department of Computer Science, Nihon University
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概要
関連著者
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INAWASHIRO Sakari
Department of Computer Science, Nihon University
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Inawashiro Sakari
Department Of Applied Physics Faculty Of Engineering Toyoku University
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Matsubara Fumitaka
Department Of Applied Physics Faculty Of Engineering The University Of Tohoku
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Shirakura Takayuki
Department of Applied Physics, Tohoku University
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Shirakura Takayuki
Department Of Applied Physics Tohoku University
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Shirakura T
Faculty Of Humanities And Social Sciences Iwate University
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Murao Kohei
Department Of Anesthesiology Kansai Medical University
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Murao K
Tohoku Univ. Sendai
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Katsura Shigetoshi
Department Of Applied Physics Faculty Of Engineering Tohoku University
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Aso Hirotomo
Department Of Communication Engineering Tohoku University
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Aso Hirotomo
Department Of Electrical Communications Tohoku University
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Kuroiwa J
Hiroshima Univ. Higashi‐hiroshima Jpn
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Miyake S
Department Of Applied Physics Tohoku University
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Abe Yoshihiko
Institute Of Plasma Physics Nagoya University
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Miyake Shogo
Department Of Applied Physics Tohoku University
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Thompson Colin
Mathematics Department University Of Melbourne Parkville
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Thompson Colin
Mathematics Department University Of Melbourne
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Fujiki S
Tohoku Univ. Sendai
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Fujiki Sumiyoshi
Department Of Applied Physics Tohoku University
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KUROIZAWA Jousuke
Division of Mathematical and Information Sciences, Hiroshima University
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Ono O
Meiji Univ.
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ONO Osamu
Department of Applied Physics,Tohoku University
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Katsura S
Faculty Of Science And Engineering Tokyo Denki University : Tohoku College Of Engineering And Inform
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Katsura Shigetoshi
Department Of Applied Physics Tohoku University
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Matsubara Fumitaka
Department Of Applied Physics Tohoku University
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Matsubara Fumitaka
Department Of Engineering Science Tohoku University
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FRANKEL N.E.
School of Physics, University of Melbourne
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Frankel Norman
School Of Physics University Of Melbourne Parkville
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SHUTOH Keisei
Department of Applied Physics,Tohoku University
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Shutoh Keisei
Department Of Applied Physics Tohoku University
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Inawashiro Sakari
Department Of Applied Physics Tohoku University
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Inawashiro Sakari
Department Of Computer Science Nihon University
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FRANKEL Norman
School of Physics, University of Melbourne Parkville
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Inawashiro Sakari
Department of Applied Physics,Tohoku University
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THOMPSON Colin
Mathematics Department, University of Melbourne
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THOMPSON Colin
Yukawa Institute for Theoretical Physics, Kyoto University:Mathematics Department, University of Melbourne
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Kuroiwa Jousuke
Division of Mathematical and Information Sciences, Hiroshima University
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Matsubara Fumitaka
Department of Engineering Science,Tohoku University
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FUJIKI Sumiyoshi
Department of Applied Physics, Tohoku University
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Katsura Shigetoshi
Department of Applied Physics,Tohoku University:Faculty of Science and Engineering Tokyo Denki University
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KATSURA Shigetoshi
Faculty of Science and Engineering, Tokyo Denki University : Tohoku College of Engineering and Information Sciences
著作論文
- Mean Field Theory and Self-Consistent Monte Carlo Method for Self-Organization of Formal Neuron Model : Cross-Disciplinary Physics
- The Study of Reentrant Behavior in the Two-Dimensional Ising Model with Random Bond Interactions
- Classical Limit of the Random Spin-One Ising Model on a Cayley Tree
- Spin Dynamics of a One Dimensional Ising-Like Antiferromagnet in a Transverse Magnetic Field
- Simulation of Magnetization Process of CsCoCl_3
- Asymptotic Form of the Lattice Green's Function of the Simple Cubic Lattice
- XY-Nature of the Fully Frustrated Ising Model on the Triangular Lattice
- A Non-Periodic Spin Freezing in a Quasi-Two-Dimensional Antiferromagnetic Ising Model on a Hexagonal Close-Packed Lattice
- Spin Structures of Quasi-Two-Dimensional Isotropic-and Anisotropic-Antiferromagnetic Heisenberg Models on an hcp Lattice
- Pair States and Bound States of Solitons in an Ising-Like S=1/2 Antiferromagnet with a Weak Next-Nearest-Neighbor Interaction on a Linear Chain
- Breakdown of the Strong Universality of the Three-Dimensional ±-J Ising Model
- Temperature Dependence of Spin Wave Energies in the 2D Classical Heisenberg Model with an Easy-Plane Anisotropy