Kinoshita Tamotu

J-GLOBAL         Last updated: Oct 17, 2019 at 02:41
 
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Name
Kinoshita Tamotu
Affiliation
University of Tsukuba
Section
Faculty of Pure and Applied Sciences
Job title
Associate Professor
Research funding number
90301077

Published Papers

 
Approximation of Distortion Sound via Fourier and Wavelet Transform
Suzuki, Toshio;Zempo, Keiichi;Kinoshita
Proceedings of the 25th International Congress on Sound and Vibration      Jul 2018   [Refereed]
クリッピング量におけるディストーションサウンドの特徴量抽出
鈴木, 俊夫;善甫, 啓一;木下, 保
日本音響学会音楽音響研究会資料   17-20   Sep 2017
A Feature Extraction of Distortion Sounds and its Correlation to Human Perception
Suzuki, Toshio;Zempo, Keiichi;Kinoshita, Tamotu
Proceeding of the 6th Conference of the Asia-Pacific Society for the Cognitive Sciences of Music (APSCOM2017), 
      Aug 2017   [Refereed]
福田, 尚広;木下, 保
Transactions of the Japan Society for Industrial and Applied Mathematics   27(2) 162-185   Jun 2017   [Refereed]
<p>Abstract. The Stömberg wavelet was constructed as the first smooth orthonormal wavelet. In this paper, by reconsidering the derivation of the construction we produce an analogue type of wavelet. The Stömberg wavelet of order 4 and its an...
Fujii, Katsuya; Kinoshita, Tamotu; Suzuki, Toshio
INTEGRAL TRANSFORMS AND SPECIAL FUNCTIONS   29(5) 335-351   2018   [Refereed]

Books etc

 
PROCEEDINGS OF THE 2013 10TH INTERNATIONAL CONFERENCE ON INFORMATION TECHNOLOGY: NEW GENERATIONS
Fukuda, Naohiro; Kinoshita, Tamotu; Kubo, Takayuki (Part:Contributor, On the Finite Element Method with Riesz Bases and its Applications to Some Partial Differential Equations)
IEEE COMPUTER SOC   2013   ISBN:9780769549675
微積分学入門―例題を通して学ぶ解析学
磯崎, 洋;筧, 知之;籠屋, 恵嗣;砂川, 秀明;竹山美宏;+木下, 保
培風館   Jan 2008   

Conference Activities & Talks

 
Approximation of Distortion Sound via Fourier and Wavelet Transform
Suzuki, Toshio;Zempo, Keiichi;Kinoshita, Tamotu
25th International Congress on Sound and Vibration (ICSV25)   8 Jul 2018   
On an αth Order Fractional Radon Transform and a Wave Type of Equation
木下,保
調和解析セミナー   14 Sep 2018   
On Parseval Frames for Multidirectional Expansions and a Semi-discretization Scheme of the Inversion of the Radon Transform
木下,保
名古屋偏微分方程式研究集会   6 Oct 2018   
On Parseval Frames for Multidirectional Expansions and a Semi-discretization Scheme of the Inversion of the Radon Transform
木下,保
日本応用数理学会年会   5 Mar 2019   
On Parseval Frames for Multidirectional Expansions and a Semi-discretization Scheme of the Inversion of the Radon Transform
木下,保
トモグラフィーと逆問題   26 Mar 2019   

Research Grants & Projects

 
Study on the Cauchy problem of the wellposedness for weakly hyperbolic equations of higher order
Project Year: Apr 1995   
Study on the lifespan for nonlinear hyperbolic equation of higher order
Project Year: Apr 2003