Torii Tatsuo | Department Of Information Engineering Faculty Engineering Nagoya University

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概要

• 同名の論文著者
• Department Of Information Engineering Faculty Engineering Nagoya Universityの論文著者

関連著者

• Torii Tatsuo

  Department Of Information Engineering Faculty Engineering Nagoya University

• TORII Tatsuo

  Nagoya University

• Torii T

  Nagoya University

• SUGIURA Hiroshi

  Department of Breast and Endocrine Surgery, Nagoya City University Medical School

• Sugiura Hiroshi

  Department Of Breast And Endocrine Surgery Nagoya City University Medical School

• Sugiura Hiroshi

  Nagoya University

• Sugiura H

  Nagoya Univ.

• Torii Tatsuo

  Department of Information Engineering, Faculty of Engineering, Nagoya University

• Guan Hui

  Department Of Information Engineering Faculty Engineering Nagoya University

• Sakura Tetsuya

  University Of Tsukuba

• ZHAO Yanjie

  Nagasaki Institute of Applied Science

• Zhao Yanjie

  Intelligence Engineering Laboratory, Kurume Institute of Technology

• Sakura Tetsuya

  Institute of Information Sciences and Electronics, University of Tsukuba

• Torii Tatsuo

  Department Of Information Science Faculty Of Engineering Nagoya University

• Torii Tatsuo

  Department Of Information Engineering Faculty Of Engineering Nagoya University

• Torii Tatsuo

  Department Of Physics Toyama University

• GUAN HUI

  Department of Information Engineering, Faculty Engineering, Nagoya University

• Hasegawa Takemitsu

  Department Of Information Science Faculty Of Engineering Nagoya University

• Hasegawa Takemitsu

  Department Of Applied Physics Faculty Of Engineering Nagoya University

• NINOMIYA ICHIZO

  Department of Information Science, Faculty of Engineering, Nagoya University

• Guan H

  Nagoya Univ.

• Ninomiya Ichizo

  Department Of Information Science Faculty Of Engineering Nagoya University

• Hirayama Minoru

  Department Of Internal Medicine Yokosuka Kyosai Hospital

• TORII Tatsuo

  Department of Physics, Toyama University

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著作論文

• A Knowledge-Based Method for Mathematical Notations Understanding
• Real Fast Fourier Transform on Quasi-Equidistant Sample Points
• An Interactive Method for Designing Smooth Convex Curves by Using a Cubic B-spline Formulation(II)(Special Issue on Generation Database Technology for Internet, Multimedia and Mobile computing)
• Multiple Integration by a Modified Clenshaw-Curtis Quadrature Whose Number of Sample Points Is Increased with Arithmetic Progression (Numerical Integration and Related Topics)
• Fermion Fractionization and Index Theorem
• An Interactive Method for Designing Smooth Convex Curves by Using a Cubic B-spline Formulation

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