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Niino, Kazuki

Graduate School of Informatics, Department of Advanced Mathematical Sciences Assistant Professor

Niino, Kazuki
list
    Last Updated :2022/05/14

    Basic Information

    Faculty

    • 工学部

    Academic Degree

    • 修士（情報学）(京都大学)
    • 博士（情報学）(京都大学)

    ID,URL

    researchmap URL

    list
      Last Updated :2022/05/14

      Research

      Research Areas

      • Informatics, Computational science

      Papers

      • On isogeometric boundary element methods based on the PMCHWT and Muller formulation for Maxwell's equations and their discretisation using collocation
        Kazuki Niino; Naoshi Nishimura
        計算数理工学論文集, Dec. 2020, Peer-reviewed, Lead author
      • A generation scheme of the characteristic basis functions by using block Krylov subspace algorithm
        Tai Tanaka; Kazuki Niino; Naoshi Nishimura; Michio Takikawa; Naofumi Yoneda
        計算数理工学論文集, Dec. 2019, Peer-reviewed
      • On a finite element method using a hilbert-type transformation for the 1d heat equation
        Kazuki Niino; Misaki Hanzawa; Olaf Steinbach
        計算数理工学論文集, Dec. 2019, Peer-reviewed
      • Isogeometric boundary integral methods for Maxwell's equations and their discretisation using collocation
        Naoshi Nishimura; Kazuki Niino
        計算数理工学論文集, Dec. 2019, Peer-reviewed, Last author
      • Stability of boundary element methods for the two dimensional wave equation in time domain revisited
        Mio Fukuhara; Ryota Misawa; Kazuki Niino; Naoshi Nishimura
        Engineering analysis with boundary elements, Nov. 2019, Peer-reviewed
      • A NEW DISCONTINUOUS GALERKIN METHOD FOR EFIE AND ITS DISCRETISATION WITH Hdiv INNER PRODUCT
        Takuto Kubota; Kazuki Niino; Naoshi Nishimura
        計算数理工学論文集, Dec. 2018, Peer-reviewed
      • On a discretisation of a BIE for the Laplace equation in 3D with Calderon’s preconditioning
        Kazuki Niino; Yuki Ohtsuka; Naoshi Nishimura
        計算数理工学論文集, Dec. 2018, Peer-reviewed
      • Calderon's preconditioning for a space-time boundary element method for the heat equation
        Kazuki Niino; Olaf steinbach
        計算数理工学論文集, Dec. 2017, Peer-reviewed
      • A Discretization Method With the H-div Inner Product for Electric Field Integral Equations
        Kazuki Niino; Sho Akagi; Naoshi Nishimura
        IEEE TRANSACTIONS ON ANTENNAS AND PROPAGATION, Jun. 2017, Peer-reviewed
      • A novel preconditioner for the EFIE discretised with the H-div inner product
        Kazuki Niino; Naoshi Nishimura
        2017 INTERNATIONAL APPLIED COMPUTATIONAL ELECTROMAGNETICS SOCIETY SYMPOSIUM - ITALY (ACES), 2017, Peer-reviewed
      • BOUNDARY INTEGRAL EQUATIONS FOR CALCULATING COMPLEX EIGENVALUES OF TRANSMISSION PROBLEMS
        Ryota Misawa; Kazuki Niino; Naoshi Nishimura
        SIAM JOURNAL ON APPLIED MATHEMATICS, 2017, Peer-reviewed
      • An FMM for waveguide problems of 2-D Helmholtz' equation and its application to eigenvalue problems
        Ryota Misawa; Kazuki Niino; Naoshi Nishimura
        WAVE MOTION, Jun. 2016, Peer-reviewed
      • Eigenvalue Analysis with the Boundary Element Method and the Sakurai-Sugiura Method for Periodic Boundary Value Problems for Helmholtz' Equation in 3D
        Takaya Yamamoto; Kazuki Niino; Naoshi Nishimura
        2016 IEEE ANTENNAS AND PROPAGATION SOCIETY INTERNATIONAL SYMPOSIUM, 2016, Peer-reviewed
      • Analyses of transverse photo-induced voltages in nanoporous gold with the periodic fast multipole boundary element method
        Takuya Yoshimi; Kazuki Niino; Naoshi Nishimura
        計算数理工学論文集, Dec. 2015, Peer-reviewed
      • H行列演算を用いた2次元Helmholtz方程式の1周期境界値問題の高速直接解法について
        松本 安弘; 新納 和樹; 西村 直志
        計算数理工学論文集, Dec. 2014, Peer-reviewed
      • 周期単位の一部に欠陥を有する領域における2次元Helmholtz方程式の境界値問題の数値解法について
        野瀬 大一郎; 新納 和樹; 西村 直志
        計算数理工学論文集, Dec. 2014, Peer-reviewed
      • Maxwell方程式に対するPMCHWT定式化におけるHdiv内積を用いた離散化について
        新納 和樹; 西村 直志
        計算数理工学論文集, Dec. 2013, Peer-reviewed
      • Calderon preconditioning approaches for PMCHWT formulations for Maxwell's equations
        K. Niino; N. Nishimura
        INTERNATIONAL JOURNAL OF NUMERICAL MODELLING-ELECTRONIC NETWORKS DEVICES AND FIELDS, Sep. 2012, Peer-reviewed
      • Calderon's preconditioning for periodic fast multipole method for elastodynamics in 3D
        Hiroshi Isakari; Kazuki Niino; Hitoshi Yoshikawa; Naoshi Nishimura
        INTERNATIONAL JOURNAL FOR NUMERICAL METHODS IN ENGINEERING, Apr. 2012, Peer-reviewed
      • Preconditioning based on Calderon's formulae for periodic fast multipole methods for Helmholtz' equation
        Kazuki Niino; Naoshi Nishimura
        JOURNAL OF COMPUTATIONAL PHYSICS, Jan. 2012, Peer-reviewed
      • Helmholtz方程式のGalerkin法を用いた周期多重極法におけるCalderonの式に基づく前処理について
        新納和樹
        計算数理工学論文集, Dec. 2010, Peer-reviewed
      • 3次元動弾性学の周期多重極法におけるCalderonの式に基づく前処理について
        飯盛 浩司; 新納 和樹; 吉川 仁; 西村 直志
        計算数理工学論文集, Dec. 2010, Peer-reviewed
      • 2次元Helmholtz 方程式の1周期境界値問題に対するCalderon の式に基づく前処理について
        新納和樹
        計算数理工学論文集, Dec. 2009, Peer-reviewed

      Misc.

      • A numerical method for finding resonance frequencies in two dimensional waveguide using the Sakurai-Sugiura projection method and Boundary Element Method
        三澤 亮太; 新納 和樹; 西村 直志
        電子情報通信学会技術研究報告 = IEICE technical report : 信学技報, 29 Oct. 2015
      • Calderon's preconditioning for the EFIE with the discretization method using the Hdiv inner product
        新納 和樹; 赤木 翔; 西村 直志
        電子情報通信学会技術研究報告 = IEICE technical report : 信学技報, 29 Oct. 2015
      • Boundary element method for wave scattering problems
        Kazuki Niino
        Seminar on Informatics in Asia, Sep. 2015
      • On the Galerkin method with the Hdiv inner product for the low-frequency breakdown of the electric field integral equation
        Kazuki Niino; Naoshi Nishimura
        The 2nd Chongqing workshop on computational and applied mathematics, Aug. 2015, Invited
      • 電磁メタマテリアルのトポロジー最適化に関する基礎的研究
        竹内 真樹; 新納 和樹; 西村 直志
        計算工学講演会, Jun. 2015
      • 周期多重極境界積分方程式法を用いたナノポーラスゴールドの光起電力解析
        吉見 拓也; 新納 和樹; 西村 直志
        計算工学講演会, Jun. 2015
      • 電磁波動散乱問題に対する電界型積分方程式のHdiv内積を用いた離散化
        赤木 翔; 新納 和樹; 西村 直志
        計算工学講演会, Jun. 2015
      • 周期単位の一部に乱れを有する構造による波動散乱問題の高速解法
        野瀬大一郎; 新納 和樹; 西村直志
        機械学会計算力学講演会, Nov. 2014
      • 2次元Helmholtz方程式の周期境界値問題における高速直接解法について
        松本安弘; 新納 和樹; 西村直志
        機械学会計算力学講演会, Nov. 2014
      • 低周波問題に対応したMaxwell方程式に対する境界積分方程式の離散化について
        新納 和樹
        機械学会計算力学講演会, Nov. 2014
      • Hdiv内積を用いた境界要素法におけるCalderonの前処理について
        新納 和樹
        電磁界理論シンポジウム, Nov. 2014
      • Maxwell方程式に対する境界要素法の低周波問題について
        新納 和樹
        理論応用力学講演会, Sep. 2014
      • Hdiv内積を用いたPMCHWT定式化による積分方程式の離散化について
        新納 和樹
        電気学会基礎・材料・共通(A)部門大会, Aug. 2014
      • On a discretisation method with the Hdiv scalar product for Maxwell's equations
        Kazuki Niino
        IABEM, Aug. 2014
      • Boundary element methods with a Hdiv scalar product for electromagnetic wave scattering problems
        Kazuki Niino
        World Congress on Computational Mechanics, Jul. 2014
      • Hdiv内積を用いた電磁波動散乱問題に対する高速多重極法について
        新納 和樹
        計算工学講演会, Jun. 2014
      • CS-2-6 Numerical method with a H_
        scalar product for electromagnetic wave scattering problems in 3D
        Niino Kazuki; Nishimura Naoshi
        Proceedings of the IEICE General Conference, 04 Mar. 2014
      • A Discretisation Method with a H-div Scalar Product for Boudnary Integra Equation Methods
        Kazuki Niino; Naoshi Nishimura
        2014 IEEE ANTENNAS AND PROPAGATION SOCIETY INTERNATIONAL SYMPOSIUM (APSURSI), 2014, Peer-reviewed
      • 新しい離散化手法を用いた電磁波動散乱問題の数値解析
        新納 和樹
        電磁界理論シンポジウム, Nov. 2013
      • Ｗｏｏｄのａｎｏｍａｌｙ周辺におけるＭａｘｗｅｌｌ方程式に対するＭｕｌｌｅｒの定式化を用いた周期高速多重極法の挙動について
        新納和樹; 西村直志
        計算工学講演会論文集(CD-ROM), 19 Jun. 2013
      • On the Muller formulation for periodic electromagnetic wave scattering problems
        新納和樹
        Waves2013, Jun. 2013, Peer-reviewed
      • Mullerの定式化を用いたMaxwell方程式に対する周期高速多重極法について
        新納和樹
        理論応用力学講演会, Mar. 2013
      • On the BEMs with the Muller formulation and the Nystrom method for periodic electromagnetic scattering problems
        Kazuki Niino; Naoshi Nishimura
        2013 IEEE ANTENNAS AND PROPAGATION SOCIETY INTERNATIONAL SYMPOSIUM (APSURSI), 2013, Peer-reviewed
      • On the Boundary Element Methods with Muller's formulation for electromagnetic scattering problems in periodic domains
        Kazuki Niino; Naoshi Nishimura
        PROCEEDINGS OF 2013 URSI INTERNATIONAL SYMPOSIUM ON ELECTROMAGNETIC THEORY (EMTS), 2013
      • On the boundary element methods with Müller\\'s formulation for electromagnetic scattering problems in periodic domains
        K. Niino; N. Nishimura
        2013 International Symposium on Electromagnetic Theory, EMTS 2013 - Proceedings, 2013, Peer-reviewed
      • On the BEMs with the Muller formulation and the Nystrom method for periodic electromagnetic scattering problems
        Kazuki Niino; Naoshi Nishimura
        2013 IEEE ANTENNAS AND PROPAGATION SOCIETY INTERNATIONAL SYMPOSIUM (APSURSI), 2013, Peer-reviewed
      • Muller の定式化を用いた周期領域における電磁波動散乱問題の数値解法について
        新納和樹
        電気学会研究会資料. EMT, 電磁界理論研究会, 15 Nov. 2012
      • 電磁波動散乱問題に対する境界要素法における反復解法の高速化について
        新納和樹
        日本機械学会計算力学講演会, Oct. 2012
      • Calderon's preconditioning with roof top basis for Maxwell's equations
        新納和樹
        ECCOMAS, Sep. 2012
      • 電磁波散乱問題におけるＣａｌｄｅｒｏｎの式に基づく前処理について
        新納和樹; 西村直志
        計算工学講演会論文集(CD-ROM), 29 May 2012
      • PMCHWT定式化を用いた電磁波動散乱問題におけるCalderonの式を用いた前処理について
        新納和樹
        理論応用力学講演会, Mar. 2012
      • New preconditioning methods based on Calderón's formulae for PMCHWT formulation
        Kazuki Niino; Naoshi Nishimura
        IEEE Antennas and Propagation Society, AP-S International Symposium (Digest), 2012, Peer-reviewed
      • 電磁波動散乱問題のPMCHWT定式化における Calderon の式を用いた前処理について
        新納和樹
        電気学会研究会資料. EMT, 電磁界理論研究会, 17 Nov. 2011
      • 電磁波散乱問題におけるCalderonの式に基づく前処理について
        新納和樹
        機械学会計算力学講演会, Oct. 2011
      • On the Calderon preconditioners for periodic fast multipole methods in wave problems
        新納和樹
        Int. Workshop on application of iterative methods to engineering and its mathematical element, Oct. 2011
      • Helmholtz方程式に対する周期高速多重極境界要素法のAnomaly周辺における収束性の改善について
        新納和樹
        日本応用数理学会, Sep. 2011
      • Preconditioning based on Calderon's formulae with the Galerkin method for periodic boundary value problems for Helmholtz' equation
        新納和樹
        Waves2011, Jul. 2011, Peer-reviewed
      • ３次元Ｈｅｌｍｈｏｌｔｚ方程式のＧａｌｅｒｋｉｎ法を用いた周期多重極法におけるＣａｌｄｅｒｏｎの式に基づく前処理について
        新納和樹; 西村直志
        計算工学講演会論文集(CD-ROM), 25 May 2011
      • Ｍａｘｗｅｌｌ方程式のＰＭＣＨＷＴ定式化におけるＣａｌｄｅｒｏｎの式を用いた前処理について
        西村直志; 新納和樹
        計算工学講演会論文集(CD-ROM), May 2011
      • 3次元Helmholtz方程式のGalerkin法を用いた周期多重極法におけるCalderonの式に基づく前処理について
        新納和樹
        計算工学講演会論文集 Proceedings of the Conference on Computational Engineering and Science, May 2011, Peer-reviewed
      • Ｈｅｌｍｈｏｌｔｚ方程式の周期境界値問題に対するＣａｌｄｅｒｏｎの式に基づく前処理について
        新納和樹; 西村直志
        理論応用力学講演会講演論文集(Web), 2011
      • 2次元Helmholtz 方程式の1周期境界値問題に対するCalderon の式に基づく前処理について
        新納和樹
        日本計算数理工学会, Dec. 2009, Peer-reviewed
      • On the use of IDR(s) in periodic FMMs for Maxwell's equations
        新納和樹
        International Krylov-Forum on Krylov Subspace method, Sep. 2008

      Presentations

      • Calderon's preconditioner for the electric field integral equation discretised with the B-spline basis function and collocation
        Kazuki Niino; Kanta Tahara; Naoshi Nishimura
        IUTAM, 25 Jun. 2021, Invited
      • 領域変形を伴う初期値境界値問題における時間域境界要素法の安定性に対する数値的解析手法
        森理人; 新納和樹
        計算工学会, 26 May 2021
      • Maxwell方程式に対する選点法を用いたisogeometric境界積分法におけるCalderonの前処理について
        田原寛太; 新納和樹
        日本応用数理学会研究部会連合発表会, Mar. 2021
      • 電磁波動散乱問題に対する千点法を用いたisogeometric境界要素法
        新納和樹; 西村直志
        電磁界理論シンポジウム, 05 Nov. 2020
      • 3次元Helmholtz方程式に対する境界要素法におけるRWG基底を用いたCalderonの前処理について
        田原寛太; 新納和樹
        日本応用数理学会年会, 08 Sep. 2020
      • A formulation of the preconditioned EFIE using the Hdiv inner product with a single layer potential
        Kazuki Niino; Naoshi Nishimura
        IEEE International symposium on antenna and propagation, 08 Jul. 2020
      • A fundamental study of a numerical analysis based on the point source method for the Helmholtz equation in 2D
        Kazuki Niino
        RIMS workshop on analysis of inverse problems through partial differential equations and related topics, 10 Jan. 2020
      • Improved primary CBF generation with the use of Gauss-Seidel method
        T. Tanaka; M. Takikawa; N. Yoneda; H. Miyashita; K. Niino; N. Nishimura
        ICEAA, 09 Sep. 2019
      • A discretisation method for the electric field integral equation using the Hdiv inner product without the barycentric refinement
        Kazuki Niino
        ICEAA, 09 Sep. 2019, Invited
      • Discretisation of the EFIE using the Hdiv inner product without the Buffa-Christiansen basis function
        Kazuki Niino
        Waves, 29 Aug. 2019
      • Stability of the boundary integral equation methods for the two dimensional wave equation in time domain revisited
        Mio Fukuhara; Ryota Misawa; Kazuki Niino; Naoshi Nishimura
        Waves, 28 Aug. 2019
      • The Galerkin discretisation for the EFIE with the Calderon preconditioning using the integration by parts
        Kazuki Niino
        URSI EMTS 2019, 28 May 2019, Invited
      • Eigenvalue computations for periodic boundary value problems for Maxwell's equations with the periodic FMMs and the Sakurai-Sugiura projection method
        Kazuki Niino; Naoshi Nishimura
        Taiwan-Japan Joint Workshop on Inverse Problems and Related Topics in Kyoto 2019, 30 Mar. 2019, Invited
      • Calderon's preconditioning for the EFIE without the barycentric elements
        Kazuki Niino; Naoshi Nishimura
        IEEE International symposium on antenna and propagation, 09 Jul. 2018
      • A novel preconditioner for the EFIE discretised with the Hdiv inner product
        Kazuki Niino; Naoshi Nishimura
        ACES conference, Mar. 2017
      • The boundary element method discretised with the space-time method for the heat equation in 2D
        Kazuki Niino; Olaf Steinbach
        Special semester on computational methods in science and engineering, Nov. 2016, Invited
      • Eigenvalue analysis with the boundary element method and the Sakurai-Sugiura method for periodic boundary value problems for Helmholtz' equation
        Takaya Yamamoto; Kazuki Niino; Naoshi Nishimura
        IEEE Symposium on Antenna and Propagation, Jun. 2016
      • An FMM for waveguide problems for Helmholtz' equation in 2D
        Ryota Misawa; Kazuki Niino; Naoshi Nishimura
        Waves 2015, Jul. 2015
      • A discretisation method with the Hdiv inner product for the electric field integral equation
        Kazuki Niino; Sho Akagi; Naoshi Nishimura
        Waves 2015, Jul. 2015
      • H行列演算を用いた2次元Helmholtz方程式の1周期境界値問題の高速直接解法について
        松本 安弘; 新納 和樹; 西村 直志
        日本計算数理工学会シンポジウム, Dec. 2014
      • A discretisation method with a Hdiv scalar product for boundary integral equation methods
        Kazuki Niino; Naoshi Nishimura
        IEEE International Symposium on Antenna and Propagation, Jul. 2014
      • On discretisation methods with the Hdiv scalar product for boundary element methods for the Maxwell equations
        Kazuki Niino; Naoshi Nishimura
        Japan-Taiwan joint workshop on numerical analysis and scientific computation, Apr. 2014, Invited
      • Hdiv内積を用いた3次元電磁波動散乱問題の数値解法
        新納 和樹
        電子情報通信学会総合大会, Mar. 2014, Invited
      • Maxwell方程式に対するPMCHWT定式化におけるHdiv内積を用いた離散化について
        新納 和樹; 西村 直志
        日本計算数理工学会シンポジウム, Dec. 2013
      • On the BEMs with the Muller formulation and the Nystrom method for periodic electromagnetic scattering problems
        Kazuki Niino; Naoshi Nishimura
        IEEE International Symposium on Antenna and Propagation, Jul. 2013
      • On the Muller formulation for periodic electromagnetic wave scattering problems
        Kazuki Niino; Naoshi Nishimura
        Waves, Jun. 2013
      • On the boundary element methods with Muller's formulation for periodic electromagnetic scattering problems
        Kazuki Niino; Naoshi Nishimura
        Applied Computational Electromagnetics Society Conference, Mar. 2013
      • New preconditioning methods based on Calderon's formulae for PMCHWT formulation
        Kazuki Niino; Naoshi Nishimura
        IEEE International Symposium on Antenna and Propagation, Jul. 2012
      • Preconditioning based on Calderon's formulae with the Galerkin method for periodic boundary value problems for Helmholtz' equation
        Kazuki Niino; Naoshi Nishimura
        Waves, Jul. 2011
      • Preconditioning based on Calderon's formulae in the periodic FMM with the Galerkin method for Helmholtz' equation in 3D
        Kazuki Niino; Naoshi Nishimura
        The 1st Kyoto University--SNU Joint Seminar on Numerical Computation and Applied Analysis, Feb. 2011, Invited
      • 3次元動弾性学の周期多重極法におけるCalderonの式に基づく前処理について
        飯盛 浩司; 新納 和樹; 吉川 仁; 西村 直志
        日本計算数理工学会シンポジウム, Dec. 2010
      • Helmholtz方程式のGalerkin法を用いた周期多重極法におけるCalderonの式に基づく前処理について
        新納 和樹; 西村 直志
        日本計算数理工学会シンポジウム, Dec. 2010
      • 2次元Helmholtz方程式の1周期境界値問題に対するCalderonの式に基づく前処理について
        新納 和樹; 西村 直志
        日本計算数理工学会シンポジウム, Dec. 2009
      • Preconditioners based on Calderon's formulae for 1 periodic boundary value problems for Helmholtz' equation
        Kazuki Niino; Naoshi Nishimura
        Taiwan-Japan Joint Workshop on Numerical Analysis and Scientific Computation, Nov. 2009, Invited

      Books and Other Publications

      • New trends in computational electromagnetics
        Kazuki Niino; Ryota Misawa; Naoshi Nishimura, Contributor, Chapter 12 New trends in periodic problems and determining related eigenvalues
        SciTech Publishing, Jan. 2020
        Find Kyoto University's collection of books :
      • Space-time methods Applications to partial differential equations
        Stefan Dohr; Kazuki Niino; Olaf Steinbach, Contributor, Space-time boundary element methods for the heat equation
        De Gruyter, Sep. 2019, Not refereed

      Awards

      • 2009
        JASCOME, 日本計算数理工学会講演賞
      • 2011
        ieice, 電磁界理論研究会学生優秀発表賞
      • 2011
        JSIAM, 若手優秀講演賞
      • 21 Aug. 2014
        電気学会, 電気学会　優秀論文発表賞（基礎・材料・共通部門表彰）
      • 27 Sep. 2014
        JASCOME, 日本計算数理工学会論文賞

      External funds: Kakenhi

      • 波動方程式に対するspace-time境界要素法の研究
        Grant-in-Aid for Scientific Research (C)
        Basic Section 60100:Computational science-related
        Kyoto University
        新納 和樹
        From 01 Apr. 2020, To 31 Mar. 2023, Granted
        space-time法;境界要素法;波動方程式;櫻井杉浦法
        https://kaken.nii.ac.jp/grant/KAKENHI-PROJECT-20K11849/
      • An assessment of the efficiency of isogeometric boundary integral methods
        Grant-in-Aid for Challenging Research (Exploratory)
        Medium-sized Section 60:Information science, computer engineering, and related fields
        Kyoto University
        Naoshi Nishimura
        From 29 Jun. 2018, To 31 Mar. 2020, Project Closed
        isogeometric 解析;境界積分法;Maxwell方程式;isogeometric解析;Nystroem法
        https://kaken.nii.ac.jp/grant/KAKENHI-PROJECT-18K19783/
      • New implementations of the Calderon preconditioning for boundary element methods
        Grant-in-Aid for Early-Career Scientists
        Basic Section 60100:Computational science-related
        Kyoto University
        Kazuki Niino
        From 01 Apr. 2018, To 31 Mar. 2020, Project Closed
        Calderonの前処理;境界要素法;境界積分方程式;Laplace方程式;Helmholtz方程式;Maxwell方程式
        https://kaken.nii.ac.jp/grant/KAKENHI-PROJECT-18K18063/
      • On the stability of boundary integral methods in wave problems
        Grant-in-Aid for Scientific Research (B)
        Basic Section 60100:Computational science-related
        Kyoto University
        Naoshi Nishimura
        From 01 Apr. 2018, To 31 Mar. 2021, Project Closed
        波動方程式;境界積分法;安定性;櫻井杉浦法;波動問題;時間域境界積分法;時間域;Sakurai Sugiura法
        https://kaken.nii.ac.jp/grant/KAKENHI-PROJECT-18H03251/
      • Development of a method of moment based on discontinuous Galerkin method and Hdiv inner products
        Grant-in-Aid for Challenging Exploratory Research
        Kyoto University
        Naoshi Nishimura
        From 01 Apr. 2015, To 31 Mar. 2018, Project Closed
        Maxwell 方程式;積分方程式;不連続Galerkin法;Hdiv内積;数値計算手法;モーメント法;Maxwell方程式
        https://kaken.nii.ac.jp/grant/KAKENHI-PROJECT-15K13418/
      • Development of new periodic FMM and its application to photo induced voltage problems
        Grant-in-Aid for Scientific Research (B)
        Kyoto University
        Naoshi Nishimura
        From 01 Apr. 2015, To 31 Mar. 2018, Project Closed
        計算力学;周期多重極法;Maxwell方程式;メタマテリアル
        https://kaken.nii.ac.jp/grant/KAKENHI-PROJECT-15H03604/
      • Development of an accurate and fast numerical method for electromagnetic wave scattering problems with a boundary element method
        Grant-in-Aid for Young Scientists (B)
        Kyoto University
        Kazuki NIINO
        From 01 Apr. 2014, To 31 Mar. 2016, Project Closed
        境界要素法;電磁波動散乱問題;低周波問題;前処理;Galerkin法;Calderonの前処理
        https://kaken.nii.ac.jp/grant/KAKENHI-PROJECT-26790078/
      • Fabrication and physics of periodic metamaterials in optical regime
        Grant-in-Aid for Scientific Research on Innovative Areas (Research in a proposed research area)
        Science and Engineering
        Tohoku University
        Teruya ISHIHARA
        From 23 Jun. 2010, To 31 Mar. 2015, Project Closed
        メタマテリアル;光整流;ベリー位相;トポロジー最適化;非相反性;カイラル;周期多重極境界要素法;光リソグラフィー;磁気カイラル効果;トポロジカル絶縁体;マックスウェル応力;シミュレーション;量子ドット;微細加工;光物性;数値計算;プラズモニクス;光磁性;負の屈折率
        https://kaken.nii.ac.jp/grant/KAKENHI-PLANNED-22109005/
      list
        Last Updated :2022/05/14

        Education

        Teaching subject(s)

        • From Apr. 2014, To Mar. 2015
          System Analysis Laboratory
          Fall, 工学部
        • From Apr. 2015, To Mar. 2016
          System Analysis Laboratory
          Fall, 工学部
        • From Apr. 2016, To Mar. 2017
          System Analysis Laboratory
          Fall, 工学部
        • From Apr. 2017, To Mar. 2018
          System Analysis Laboratory
          Fall, 工学部
        • From Apr. 2018, To Mar. 2019
          System Analysis Laboratory
          Fall, 工学部
        • From Apr. 2018, To Mar. 2019
          Seminar in Applied Mathematical Sciences 2
          Year-long, 情報学研究科
        • From Apr. 2018, To Mar. 2019
          Seminar in Applied Mathematical Sciences 1
          Year-long, 情報学研究科
        • From Apr. 2018, To Mar. 2019
          Topics in Applied Mathematical Sciences 2
          Fall, 情報学研究科
        • From Apr. 2018, To Mar. 2019
          Seminar on Applied Mathematics and Physics
          Fall, 工学部
        • From Apr. 2019, To Mar. 2020
          System Analysis Laboratory
          Fall, 工学部
        • From Apr. 2019, To Mar. 2020
          Seminar in Applied Mathematical Sciences 2
          Year-long, 情報学研究科
        • From Apr. 2019, To Mar. 2020
          Seminar in Applied Mathematical Sciences 1
          Year-long, 情報学研究科
        • From Apr. 2019, To Mar. 2020
          Topics in Applied Mathematical Sciences 2
          Fall, 情報学研究科
        • From Apr. 2020, To Mar. 2021
          System Analysis Laboratory
          Fall, 工学部
        • From Apr. 2020, To Mar. 2021
          System Analysis Laboratory
          Fall, 工学部
        • From Apr. 2020, To Mar. 2021
          Seminar in Applied Mathematical Sciences 1
          Year-long, 情報学研究科
        • From Apr. 2020, To Mar. 2021
          Topics in Applied Mathematical Sciences 2
          Fall, 情報学研究科
        • From Apr. 2020, To Mar. 2021
          Seminar on Applied Mathematics and Physics
          Fall, 工学部
        • From Apr. 2021, To Mar. 2022
          System Analysis Laboratory
          Spring, 工学部
        • From Apr. 2021, To Mar. 2022
          System Analysis Laboratory
          Spring, 工学部
        • From Apr. 2021, To Mar. 2022
          Seminar in Applied Mathematical Sciences 1
          Year-long, 情報学研究科
        • From Apr. 2021, To Mar. 2022
          Topics in Applied Mathematical Sciences 2
          Fall, 情報学研究科

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