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J-GLOBAL ID:202101005347305141   Update date: Jan. 30, 2024

Idogawa Tomoyuki

イドガワ トモユキ | Idogawa Tomoyuki
Affiliation and department:
Research theme for competitive and other funds  (5):
  • 2009 - 2012 Synthetic study of nonlinear evolution equation and its related topics
  • 2003 - 2008 Developing a high-fidelity method for simulating cosmic rays in the highest energy region
  • 2004 - 2006 Making a detector for observing photons at CERN LHC to clarify ultra-high energy cosmic ray phenomena
  • 1997 - 2000 On the Ginzburg-Landau model in the presence of an externally imposed magnetic field
  • 1997 - 1998 数値解析・数式処理を用いた非線形現象の研究
Papers (16):
  • 佐川嘉信, 井戸川知之. ブール多項式環 Z_2(x_1, ..., x_n) におけるイデアル〈g〉のブーリアングレブナー基底の計算について. 数理解析研究所講究録「Computer Algebra --- Theory and its Applications」. 2020. 2159. 92-100
  • Minhao Lu, Tomoyuki Idogawa. Morphological contour decomposition and reconstruction by using asymmetric SEs. Journal of Physics: Conference Series. 2020. 1490. 012074-012074
  • Toru Fukaya, Tomoyuki Idogawa. Rational number reconstruction using Chinese remainder theorem on GPU. 2016 IEEE/ACIS 15th International Conference on Computer and Information Science (ICIS). 2016
  • Lu Minhao, Idogawa Tomoyuki. Contour Decomposition and Reconstruction of Image Based on Mathematical Morphology(Application). Transactions of the Japan Society for Industrial and Applied Mathematics. 2009. 19. 3. 205-214
  • Tomoyuki Idogawa. On solutions to a BVP related to Sovolev-Poincare inequalities. Proceedings of Czech Japanese Seminar in Applied Mathematics 2006, COE Lecture Note. 2007
more...
Books (4):
  • 理工学のための微分方程式
    培風館 2014
  • 例題で学ぶ微分積分学
    森北出版 2011
  • ガードナー傑作選集
    森北出版 2009
  • 理工・システム系の線形代数
    共立出版 1999
Lectures and oral presentations  (46):
  • ブール多項式環 Z_2(x_1, ..., x_n) におけるイデアル〈g〉のブーリアングレブナー基底の計算について
    (研究集会「Computer Algebra --- Theory and its Applications」 2019)
  • Morphological contour decomposition and reconstruction by using asymmetric SEs
    (Pure, Applied and Computation (ICoMPAC 2019) 2019)
  • 辞書式順序におけるブーリアングレブナー基底の再帰生成アルゴリズム
    (日本応用数理学会2019年度年会 2019)
  • Counting Rokudoku --- an application of Groebner basis
    (The 3rd UOG-SIT Workshop in Pure/Applied Mathematics and Computer Science 2019)
  • Mathematical Morphology --- Introduction and One of its Applications
    (The 1st UOG-SIT Mathematics and Computer Science Research Workshop 2017)
more...
Awards (1):
  • 2001/10 - 日本応用数理学会 論文賞 数理形態学を用いた毛筆体フォントの掠れ・滲み処理
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