YOKOTA Hiroshi | Department of Physics, Osaka City University

スポンサーリンク

概要

• 同名の論文著者
• Department of Physics, Osaka City Universityの論文著者

関連著者

• YOKOTA Hiroshi

  Department of Physics, Osaka City University

• Yokota H

  Nagoya Univ. Nagoya Jpn

• YOKOTA Hiroshi

  Institute for Natural Sciences, Nara University

• Nakkagawa Hisao

  Institute For Natura Science Nara University

• Yokota H

  Institute For Natural Sciences Nara University

• Yokota Hiroshi

  Institute For Natural Science Nara University

• NAKKAGAWA Hisao

  Institute of Natural Sciences, Nara University

• FUEKI Yuko

  Department of Physics, Nara Women's University

• NAKKAGAWA Hisao

  Institute for Natural Sciences, Nara University

• YOSHIDA Koji

  Institute for Natural Sciences, Nara University

• Yoshida K

  Institute For Natural Sciences Nara University

• Fueki Yuko

  Department Of Physics Nara Women's University

• Nakkagawa H

  Institute For Natural Sciences Nara University

• Yoshida Koji

  Institute For Natural Sciences Nara University

• YOKOTA Hiroshi

  Department of Veterinary Biochemistry, School of Veterinary Medicine, RAKUNO GAKUEN University

• Yokota H

  Department Of Physics Osaka City University

• Zhou Jianmin

  Dept. of Civil Eng.,Miyazaki University

• Yokota Hiroshi

  Dept. of Civil Eng.,Miyazaki University

• Cao Mingbao

  Dept. of Geotechnical Eng.,Tongji University

• Zhou J

  Purdue Univ. In Usa

• Cao Mingbao

  Dept. Of Geotechnical Eng. Tongji University

• Yokota Hiroshi

  Department Of Applied Chemistry And Biotechnology Faculty Of Engineering Fukui University

• FUEKI Yuko

  Department of Physics, Nara Women's University:(Present address)Rare Sugar Applied Research Center, Kagawa Medical University

もっと見る 閉じる

著作論文

• Chiral Phase Transitions in QED at Finite Temperature : Dyson-Schwinger Equation Analysis in the Real Time Hard-Thermal-Loop Approximation(Particles and Fields)
• N-Point Vertex Functions, Ward-Takahashi Identities and Dyson-Schwinger Equations in Thermal QCD/QED in the Real Time Hard-Thermal-Loop Approximation
• The Thirring Model at Finite Temperature and Density : Analysis Based on a Derivative-Coupling Model : Particles and Fields
• Effective Potential at Finite Temperature : RG Improvement us High Temperature Expansion
• Measuring fracture toughness of soil and studying relations between it and routine soil indexes

スポンサーリンク