MAKOSHI Kenji | Department of Material Physics, Faculty of Engineering Science Osaka University
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概要
関連著者
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MAKOSHI Kenji
Department of Material Physics, Faculty of Engineering Science Osaka University
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Makoshi Kenji
Department Of Material Physics Faculty Of Engineering Science Osaka University
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Makoshi K
Himeji Inst. Technol. Hyogo Jpn
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Kawai Hiroshi
Department of Bacteriology, Osaka Dental University
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川井 浩史
神戸大学内海域機能教育研究センター
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YOSHIMORI Akio
Department of Material Physics,Faculty of Engineering Science,Osaka University
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Yoshimori Akio
Department Of Electronic Engineering Okayama University Of Science
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Yoshimori Akio
Department Of Computer Simulation Okayama University Of Science
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Kawai Hiroshi
Department Of Applied Chemistry Graduate School Of Engineering Tohoku University
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川井 浩史
神戸大学内海域センター
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Nakayama M
Information Technology R & D Center Mitsubishi Electric Corporation
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Nakayama M
Laboratory Of Nutrition Chemistry Division Of Bioresource And Bioenvironmental Sciences Graduate Sch
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Nakayama M
College Of General Education Kyushu University
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Nakayama Masatoshi
College Of General Education Kyushu University
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KAWAI Hiroshi
College of General Education, Kyushu University
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Makoshi Kenji
Department Of Material Physics Faculty Of Engineering Science Osaka University:faculty Of Science Hi
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MII Takashi
Department of Material Physics, Faculty of Engineering Science, Osaka University
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Mii Takashi
Department Of Material Physics Faculty Of Engineering Science Osaka University
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Kawai Hiroshi
College Of General Education Kyushu University
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NAKAYAMA Masatoshi
College of General Education, Kyushu University
著作論文
- Spin-Flip Scattering of Ion on a Metal Surface by the Auger Process
- Theory of Scanning Tunneling Spectroscopy Based on the Resonant Tunneling Model II: Relation between Different Approaches
- Oscillation of the Spin Polarization in the Time-Dependent Newns-Anderson Model
- Theory of the Time-Dependent Newns-Anderson Model : The Hartree-Fock Approximation for Intraatomic Coulomb Interaction
- Charge Transfer in Hartree-Fock Approximation of Time-Dependent Anderson Model