KODAMA Yuji | Department of Physics, Nogoya University

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概要

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

関連著者

• Kodama Yuji

  Institute of Low Temperature Science, Hokkaido University

• Kodama Y

  Hokkaido Univ. Sapporo

• KODAMA Yuji

  Department of Physics, Nagoya University : Department of Mathematics, Ohio State University

• KODAMA Yuji

  Department of Physics, Nagoya University

• KODAMA Yuji

  Department of Physics, Nogoya University

• KODAMA Yuji

  Department of Electrical Engineering, Faculty of Engineering Science Osaka University

• Kodama Yuji

  Department Of Electrical Engineering Faculty Of Engineering Science Osaka University

• Shiraiwa Takayuki

  Institute of Low Temperature Science, Hokkaido University

• MURAVYEV Yaroslav

  Institute of Volcanology, Russian Academy of Sciences Piip Boulevard 9

• Muravyev Y

  Institute Of Volcanology Russian Academy Of Sciences

• Muravyev Yaroslav

  Institute Of Volcanology And Seismology Russian Academy Of Sciences

• Muravyev Yaroslav

  ロシア科学アカデミー火山研究所

• Shiraiwa Takayuki

  O Faculty Of Science Tokyo Institute Of Technology

• Shiraiwa Takayuki

  Institute Of Low Temperature Science Hokkaido University

• Kodama Yuji

  Institute Of Low Temperature Science Hokkaido University

• ムラヴェイブ ヤロスラブD

  ロシア科学アカデミー火山研究所

• MATSUMOTO Takane

  Institute of Low Temperature Science, Hokkaido University

• Matsumoto Takane

  Institute Of Low Temperature Science Hokkaido University

• Yamaguchi Satoru

  Institute Of Low Temperature Science Hokkaido University

• YAMAGUCHI Satoru

  Institute of Environmental Toxicology

• Glazirin Gleb

  Central Asian Research Hydrometerological Institute

• Kodama Yuji

  Department Of Mathematics Clarkson College Of Technology

• Wadati Miki

  Institue Of Applied Physics Tsukuba University

• Kobayashi D

  Hokkaido Univ. Sapporo

• Kobayashi Daiji

  Institute Of Low Temperature Science Hokkaido University

• Kodama Yuji

  Department Of Physics Nagoya University

• 白岩 孝行

  Institute Of Low Temperature Science Hokkaido University

• 児玉 裕二

  Institute Of Low Temperature Science Hokkaido University

• Sone Toshio

  Institute Of Low Temperature Science Hokkaido University

• NISHIMURA Kouichi

  Institute of Low Temperature Science, Hokkaido University

• Khomentovsky Peter

  Institute of Ecology and Nature Management, Russian Academy of Sciences

• Yamagata Kotaro

  Joetsu University of Education

• MATSUMOT Takane

  Institute of Low Temperature Science, Hokkaido University

• Matsumoto Takane

  Graduate School of Earth Environmental Sciences, Hokkaido University

• Yamaguchi Satoru

  Graduate School of Earth Environmental Sciences, Hokkaido University

• Sone T

  Institute Of Low Temperature Science Hokkaido University

• Nishimura K

  Institute Of Low Temperature Science Hokkaido University

• Kodama Yuji

  Department Of Physics Nogoya University

• AOYAMA Shogo

  Department of Physics, Nagoya University

• Aoyama Shogo

  Department Of Physics Nagoya University

• Khomentovsky Peter

  Institute Of Ecology And Nature Management Russian Academy Of Sciences

• Wadati Miki

  Institute For Optical Research Tokyo University Of Education

• Khomenovsky Peter

  Institute of Ecology and Nature Management, Russian Academy of Sciences

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著作論文

• Meteorological observations by Automatic Weather Stations (AWS) in alpine regions of Kamchatka, Russia, 1996-1997
• Hydrometeorological features of Koryto glacier in the Kronotsky Peninsula, Kamchatka, Russia
• Glaciological features of Koryto Glacier in the Kronotsky Peninsula, Kamchatka, Russia
• An outline of Russo-Japanese joint glacier research in Kamchatka, 1996
• Hydrometeorological and Glaciological Observations in the Koryto and Ushkovsky Glaciers, Kamchatka, 1996
• A Solution Method for the Dispersion-less KP Equation
• A Canonical Transformation for the Sine-Gordon Equation
• Theory of Canonical Transformations for Nonlinear Evolution Equations. II
• Soliton Creation-Annihilation Operators as the Canonical Transformation
• Complete Integrability of Nonlinear Evolution Equations
• Theory of Canonical Transformations for Non linear Evolution Equations. I

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