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J-GLOBAL ID：201401000234579949   Update date: May. 19, 2024

Niino Kazuki

Niino Kazuki
Affiliation and department：
Kyoto University

About Kyoto University


Research field  (1)： Computational science
Research theme for competitive and other funds  (9)：
  • 2020 - 2023 波動方程式に対するspace-time境界要素法の研究
  • 2018 - 2021 On the stability of boundary integral methods in wave problems
  • 2018 - 2020 An assessment of the efficiency of isogeometric boundary integral methods
  • 2018 - 2020 New implementations of the Calderon preconditioning for boundary element methods
  • 2015 - 2018 Development of a method of moment based on discontinuous Galerkin method and Hdiv inner products
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Papers (26)：
  • Tai Tanaka, Kazuki Niino, Naoshi Nishimura. Characteristic Basis Function Method Combined With Krylov-Calderón Preconditioner for PMCHWT Formulation. IEEE Transactions on Antennas and Propagation. 2024. 72. 3. 2578-2591
  • Fundamental study on boundary element method using CBFM for the Helmholtz equation in 3D. Transactions of the Japan Society for Computational Methods in Engineering. 2022. 22. 179-188
  • Tai Tanaka, Kazuki Niino, Naoshi Nishimura, Michio Takikawa. Accuracy controllable characteristic basis function method by using Krylov subspace algorithm. Transactions of the Japan Society for Computational Methods in Engineering. 2022. 22. 11-20
  • Kanta Tahara, Kazuki Niino. On Calderon's preconditioner for isogeometric boundary element methods using collocation for electromagnetic wave scattering problems with a PEC homeomorphic to a torus. 2021. 21. 111-116
  • Kazuki Niino, Naoshi Nishimura. On isogeometric boundary element methods based on the PMCHWT and Muller formulation for Maxwell's equations and their discretisation using collocation. 2020. 20. 7-12
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MISC (48)：
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Books (2)：
  • New trends in computational electromagnetics
    SciTech Publishing 2020 ISBN:9781785615481
  • Space-time methods Applications to partial differential equations
    De Gruyter 2019
Lectures and oral presentations  (33)：
  • Calderon preconditioning for the EFIE using collocation and the isogeometric BEM
    (URSI GASS 2023)
  • The Galerkin method for a regularised combined field integral equation without dual basis functions
    (Compumag 2023 2023)
  • Eigenvalue analysis of periodic electromagnetic wave scattering problems with the BEM and SSM
    (2022)
  • Calderon's preconditioner for the electric field integral equation discretised with the B-spline basis function and collocation
    (IUTAM 2021)
  • A formulation of the preconditioned EFIE using the Hdiv inner product with a single layer potential
    (IEEE International symposium on antenna and propagation 2020)
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