Ogawa Hitoshi | Hiroshima National College of Maritime Technology
スポンサーリンク
概要
関連著者
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Ogawa Hitoshi
Hiroshima National College of Maritime Technology
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Hatakeyama Kazutatsu
Faculty Of Engineering Hiroshima University
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Ohta Mitsuo
Emeritus Prof. Of Hiroshima University
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Ohta Mitsuo
Faculty Of Engineering Kinki University
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Ohta Mitsuo
Faculty Of Engineering Hiroshima University
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Hatakeyama Kazutatsu
Faculty of Engineering,Hiroshima University
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Hatakeyama Kazutatsu
Faculty Of Engineering Kinki University
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Ohta M
Emeritus Professor Hiroshima University
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Ohta Mitsuo
Emeritus Professor, Hiroshima University
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NAKASAKO Noboru
Faculty of Biology-Oriented Science and Technology Kinki University
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Ikuta Akira
Faculty Of Engineering Kinki University
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Ohta M
Hiroshima Univ.
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Nakasako Noboru
Faculty Of Engineering Hiroshima Institute Of Technology:faculty Of Biology-oriented Science And Tec
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Ogawa H
Hiroshima National College Of Maritime Technology
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Ikuta Akira
Hiroshima Women's University Japan
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OHTA Mitsuo
Kinki University, Japan
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Ogawa Hitoshi
Hiroshima National College Of Maritime Technology Japan
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Nakasako Noboru
Faculty Of Biology-oriented Sci. & Tech. Kinki Univ.
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Ogawa Hitoshi
Hiroshima National College of Maritime Technology,4272-1,Higashino,Toyota-gun,Hiroshima,725-0200 Japan
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Ikuta Akira
Faculty of Human Life and Environmental Science,Hiroshima Prefectural Women's University,1-1-71,Ujina-Higashi,Minami-ku Hiroshima,734-8558 Japan
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Ohta Mitsuo
Faculty of Eng.,Kinki Univ.Umenobe 1,Takaya,Higashi-Hiroshima,729-2116 Japan
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Nakasako Noboru
Faculty of Biology-Oriented Sc.&Tech.,Kinki Univ.,Nishi-mitani 930,Uchita-cho,Naga-gun,Wakayama,649-6493 Japan
著作論文
- Static and dynamic signal processing methods for practical use based on some extension of Gaussian probability in stochastic evaluation of room EM and acoustic environment
- A Stochastic Evaluation Theory in Multi-Dimensional Signal Space for EM Interference Noise and Its Experimental Relationship to Acoustic Environment
- Stochastic Signal Processing for Incomplete Observations under the Amplitude Limitations in Indoor and Outdoor Sound Environments Based on Regression Analysis (Special Section on Information Theory and Its Applications)
- A Stochastic Evaluation Theory of Arbitrary Acoustic System Response and Its Application to Various Type Sound Insulation Systems : Equivalence Transformation Toward the Standard Hermite Expansion Type Probability Expression
- A practical determination of an optimal order of state probability distribution expression with hierarchical expansion form observed in the actual sound and vibration environments