Yoneyama H | Department Of Physics Saga University

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概要

• Hiroshi YONEYAMAの詳細を見る
• 同名の論文著者
• Department Of Physics Saga Universityの論文著者

関連著者

• YONEYAMA Hiroshi

  Department of Applied Chemistry, Faculty of Engineering, Osaka University

• Imachi M

  Department Of Physics Yamagata University

• Yoneyama H

  Department Of Physics Saga University

• IMACHI Masahiro

  Department of Physics, Kyushu University

• Imachi Masahiro

  Department Of Physics Kyushu University

• Yoneyama Hiroshi

  Department Of Applied Chemistry Faculty Of Engineerig Osaka University

• IMACHI Masahiro

  Departmnet of Physics,Kyushu University

• IMACHI Masahiro

  Department of Physics, Kyusyu University

• Yoneyama Hiroshi

  Department of Applied Chemisrty, Faculty of Engineering, Osaka University

• SHINNO Yasuhiko

  Department of Physics, Saga University

• Shinno Yasuhiko

  Department Of Physics Saga University

• Hassan Ahmed

  Department Of Agricultural Engineering Faculty Of Agriculture Tottori University

• TSUZUKI Norimasa

  Department of Physics, Kyushu University

• Tsuzuki Norimasa

  Department Of Physics Kyushu University

• Tsuzuki Norimasa

  Department Of Breast Oncology Aichi Cancer Center Hospital

• Hassan Ahmed

  Department Of Physics Kyushu University

• HASSAN Ahmed

  Department of Physics, Kyushu University

• TSUZUKI Norimasa

  Department of Physics, Saga University

• Kakitsuka Takaaki

  Ntt Opto-electronics Laboratories

• Burkhalter Rudolf

  Center For Computational Physics University Of Tsukuba

• KAMBAYASHI Hitoshi

  Towa System Inc.

• KANOU Shouhei

  Hitachi Tohoku Software Co.,

• Kanou Shouhei

  Hitachi Tohoku Software Co.

• IMACHI Masahiro

  Department of Physics, Yamagata University

• IMACHI Masahiro

  Department of Physics, Yamagata, University

• Burkhalter Rudolf

  Center for Computational Physics, University of Tsukuba

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著作論文

• The Sign Problem and MEM in Lattice Field Theory with the θ Term(Particles and Fields)
• The θ-Term, CP^ Model and the Inversion Approach in the Imaginary θ Method(Particles and Fields)
• Maximum Entropy Method Approach to the θ Term
• CP^ Models with a θ Term and Fixed Point Action
• Two-Dimensional CP^2 Model with θ-Term and Topological Charge Distributions
• Renormalization Group Analysis of U(2) Gauge Theory with θ-Term in 2 Dimensions : Particles and Fields
• Character Expansion, Zeroes of Partition Function and θ-Term in U(1) Gauge Theory : Particles and Fields
• Real Space Renormalization Group Analysis of U(l)-Gauge Theory with θ Term in 2 Dimensions

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