Ogawa Naohisa | Division Of Comprehensive Education Hokkaido Institute Of Technology
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概要
- Ogawa Naohisaの詳細を見る
- 同名の論文著者
- Division Of Comprehensive Education Hokkaido Institute Of Technologyの論文著者
関連著者
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Ogawa Naohisa
Division Of Comprehensive Education Hokkaido Institute Of Technology
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Ogawa Naohisa
Department Of Physics Hokkaido University
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FUJII Kanji
Department of Physics, Hokkaido University
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OGAWA Naohisa
Department of Physics, Hokkaido University
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Fujii Kanji
Department Of Physics Faculty Of Science Hokkaido University
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FUJII Kanji
Hokkaido University of Education
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FUJII Kazuyuki
Department of Mathemtics, Kyushu University
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Fujii Kanji
Department of Mathemtics, Kyushu University
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Ogawa N
Department Of Physics Hokkaido University
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Chepilko Nicolai
Institute Of Physics
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CHEPILKO Nicolai
Department of Physics, Hokkaido University
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Fujii K
Department Of Physics Hokkaido University
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Miyazaki Hitoshi
Gene Research Center, University of Tsukuba
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OKAZAKI Takashi
Department of Internal Medicine , Keio University
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MIYAZAKI Hitoshi
Department of Physics, Hokkaido University
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KOBUSHKIN Alexander
Department of Physics, Hokkaido University
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Miyazaki Hitoshi
Gene Experiment Center Institute Of Applied Biochemistry
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Miyazaki Hitoshi
Department Of Physics Faculty Of Sciences Hokkaido University
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Kobushkin Alexander
Department Of Physics Hokkaido University
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Okazaki T
Department Of Physics Hokkaido University Of Education
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KOBUSHUKlN Alexander
Department of Physics, Hokkaido University
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Miyazaki H
Department Of Physics Hokkaido University
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Kobushukln Alexander
Department Of Physics Hokkaido University
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Okazaki Takashi
Department Of Applied Physics School Of Science And Engineering Waseda University
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OKAZAKI Takashi
Department of Physics, Hokkaido University of Education
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Kobushukin Alexander
Department of Physics, Hokkaido University
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Miyazaki Hitoshi
Department of Chemistry, Science University of Tokyo
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
- Dirac Sea and Chiral Anomaly : Particles and Fields
- Quantization of geometrical optics : From the Fermat principle to wave equation
- The Difference of Effective Hamiltonian in Two Methods in Quantum Mechanics on Submanifold : Progress Letters