Furuta Takayuki | Department Of Applied Mathematics Faculty Of Science Science University
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概要
- FURUTA TAKAYUKIの詳細を見る
- 同名の論文著者
- Department Of Applied Mathematics Faculty Of Science Science Universityの論文著者
関連著者
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Furuta Takayuki
Department Of Applied Mathematics Faculty Of Science Science University
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Fujii Masatoshi
Department Of Chemistry Graduate School Of Science Tokyo Metropolitan University
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Fujii Masatoshi
Department Of Mathematics Osaka Kyoiku University
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Nakamoto Ritsuo
Faculty Of Engineering Ibaraki University
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Yanagida Masahiro
Department Of Mathematical Information Science Faculty Of Science Tokyo University Of Science
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Furuta Takayuki
Department Of Mechanical Engineering Aoyama Gakuin University
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Furuta Takayuki
Department Of Applied Mathematics Faculty Of Science Science University Of Tokyo
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TOMIYAMA Ken
Department of Mechanical Engineering, Aoyama Gakuin University
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YAMAZAKI Takeaki
Department of Applied Mathematics, Faculty of Science, Science University of Tokyo
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Furuta Takayuki
Department Of Applied Mathematics Faculty Of Sience Sience University Of Tokyo
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Furuta Takayuki
Department Of Applied Mathematics Faculty Of Science University Of Tokyo
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Furuta Takayuki
Department Of Applied Mathematics Science University Of Tokyo.
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TAKAHASHI Sin-ei
FACULTY OF ENGINEERING, YAMAGATA UNIVERSITY
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KAMEI Eizabro
MOMODANI SENIOR HIGH SCHOOL.
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Fujii Masatoshi
Department Of Mathematics Osaka Kyoiku University.
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Kamei Eizabro
Momodani Senior High School
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Takahashi Sin-ei
Faculty Of Engineering Yamagata University
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Yamazaki Takeaki
Department Of Applied Mathematics Faculty Of Science Science University Of Tokyo
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Yanagida Masahiro
Department Of Applied Mathematics Faculty Of Science Science University Of Tokyo
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Tomiyama Ken
Department Of Mechanical Engineering Aoyama Gakuin University
著作論文
- Two Adaptive Robust Sliding Mode Controllers for Robot Manipulators
- ORDER PRESERVING OPERATOR INEQUALITIES VIA FURUTA INEQUALITY
- A 【greater than or equal】 B 【greater than or equal】 0 ENSURES (A^A^p A^)^ 【greater than or equal】 (A^B^p A)^ FOR p 【greater than or equal】 0, q 【greater than or equal】 1, r 【greater than or equal】 0 WITH (1+r)q 【greater than
- OPERATOR INEQUALITIES AND COVARIANCE IN NONCOMMUTATIVE PROBABILITY
- PARALIELISM RELATED TO THE INEQUALITY " A 【greater than or equal】 B 【greater than or equal】 0 ENSURES (A^ A^p A)^ 【greater than or equal】 (A^ B^p A^)^ FOR p 【greater than or equal】 AND r 【greater than or equal
- COMPLEMENTS TO THE FURUTA INEQUALITY, III