SUZUKI Masuo | Institute for Solid State Physics University of Tokyo

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概要

• 同名の論文著者
• Institute for Solid State Physics University of Tokyoの論文著者

関連著者

• SUZUKI Masuo

  Institute for Solid State Physics University of Tokyo

• SUZUKI Masatoki

  Department of Physics, Rikkyo University

• Yamazaki Yoshitake

  Institute For Solid State Physics University Of Tokyo : Department Of Applied Physics. Tohoku Univer

• Tanaka Fumihiko

  Institute For Solid State Physics University Of Tokyo

• Takahashi Minoru

  Department Of Applied Physics Faculty Of Engineering Tohoku University

• Ito Nobuyasu

  Institute For Theoretical Physics University Of Cologne : Hlrz At The Kfa Julich : Computing And Inf

• Ito Nobuyasu

  Institute Of Physics University Of Tokyo

• Suzuki Masuo

  Institute Of Physics University Of Tokyo

• Suzuki Masuo

  Institute Of Solid State Physics University Of Tokyo

• Takahashi Minoru

  Department Of Appied Physics Tohoku University

• Yamazaki Yoshitake

  Institute For Solid State Physics University Of Tokyo : Department Of Applied Physics. Tohoku University

• ITO Nobuyasu

  Institute of Physics, University of Tokyo

• Suzuki Masuo

  Physics Department, Saitama University

• SUZUKI Masuo

  Institute for Solid State Physics, University of Tokyo

• SUZUKI Masuo

  Institute of Solid State Physics, University of Tokyo

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著作論文

• On the Critical Behavior of the Two-Dimensional Heisenberg-Ising Model
• Calculation of the Cross-Over Exponent by Using Callan-Symanzik Equations
• Fractal Configurations of the Two- and Three-Dimensional Ising Models at the Critical Point : Condensed Matter and Statistical Physics
• One-Dimensional Anisotropic Heisenberg Model at Finite Temperatures
• On the Expansion Theory of Critical Exponents : General Aspects and Some Applications
• Scaling with a Parameter in Spin Systems near the Critical Point. I
• Critical Exponents for Long-Range Interactions. II : Universality and Scaling Relations
• On the Singularity of Dynamical Response and Critical Slowing Down
• On the Distribution of Zeros for the Heisenberg Model

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