OGAWA Naohisa | Department of Physics, Hokkaido University

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概要

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

関連著者

• FUJII Kanji

  Department of Physics, Hokkaido University

• OGAWA Naohisa

  Department of Physics, Hokkaido University

• Ogawa Naohisa

  Department Of Physics Hokkaido University

• Ogawa Naohisa

  Division Of Comprehensive Education Hokkaido Institute Of Technology

• Fujii Kanji

  Department Of Physics Faculty Of Science Hokkaido University

• FUJII Kanji

  Hokkaido University of Education

• FUJII Kazuyuki

  Department of Mathemtics, Kyushu University

• Fujii Kanji

  Department of Mathemtics, Kyushu University

• Chepilko Nicolai

  Institute Of Physics

• CHEPILKO Nicolai

  Department of Physics, Hokkaido University

• Ogawa N

  Department Of Physics Hokkaido University

• Fujii K

  Department Of Physics Hokkaido University

• Miyazaki Hitoshi

  Gene Research Center, University of Tsukuba

• OKAZAKI Takashi

  Department of Internal Medicine , Keio University

• MIYAZAKI Hitoshi

  Department of Physics, Hokkaido University

• KOBUSHKIN Alexander

  Department of Physics, Hokkaido University

• Miyazaki Hitoshi

  Gene Experiment Center Institute Of Applied Biochemistry

• Miyazaki Hitoshi

  Department Of Physics Faculty Of Sciences Hokkaido University

• Kobushkin Alexander

  Department Of Physics Hokkaido University

• Okazaki T

  Department Of Physics Hokkaido University Of Education

• KOBUSHUKlN Alexander

  Department of Physics, Hokkaido University

• Miyazaki H

  Department Of Physics Hokkaido University

• Kobushukln Alexander

  Department Of Physics Hokkaido University

• Okazaki Takashi

  Department Of Applied Physics School Of Science And Engineering Waseda University

• OKAZAKI Takashi

  Department of Physics, Hokkaido University of Education

• Kobushukin Alexander

  Department of Physics, Hokkaido University

• Miyazaki Hitoshi

  Department of Chemistry, Science University of Tokyo

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著作論文

• Equivalence between Schwinger and Dirac Schemes of Quantization : Particles and fields
• Quantum Mechanics in Riemannian Manifold. II : General and Mathematical Physics
• Generalization of Geometry-Induced Gauge Structure to Any Dimensional Manifold
• Chapter I Quantization of Chiral Solitons in Collective-Coordinate Approach
• Quantum Mechanics in Riemannian Manifold : General and Mathematical Physics

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