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田島 慎一

ALUMNI 2026年10月現在、筑波大学が主たる所属機関ではありません

Tajima, Shinichi

新潟大学 , 自然科学系 , フェロー
Niigata University

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  1. 1. A Deterministic Method for Computing Bertini Type Invariants of Parametric Ideals. Shinichi Tajima; Katsusuke Nabeshima
      Mathematics in Computer Science 18: 14 (2024) Semantic Scholar
  2. 2. An implementation of the Suwa method for computing first order infinitesimal versal unfoldings of codimension one complex analytic singular foliations Shinichi Tajima; Katsusuke Nabeshima
      Journal of Computational Algebra 10: 100015 (2024) Semantic Scholar
  3. 3. Effective Algorithm for Computing Noetherian Operators of Positive Dimensional Ideals Katsusuke Nabeshima; Shinichi Tajima
      Computer Algebra in Scientific Computing 272 (2023) Semantic Scholar
  4. 4. Computing holonomic D-modules associated to a family of non-isolated hypersurface singularities via comprehensive Gröbner systems of PBW algebra Shinichi Tajima; Katsusuke Nabeshima; Katsuyoshi Ohara; Yoko Umeta
      Mathematics in Computer Science 17: (2023)
  5. 5. CSSg method for several genericities of parametric systems Katsusuke Nabeshima; Shinichi Tajima
      Japan Journal of Industrial and Applied Mathematics (2022) Semantic Scholar
  6. 6. An effective method for computing Grothendieck point residue mappings Shinichi Tajima; Katsusuke Nabeshima
      Journal of Algebra 593: 568 (2022) Semantic Scholar
  7. 7. Computing Grothendieck Point Residues via Solving Holonomic Systems of First Order Partial Differential Equations Shinichi Tajima; Katsusuke Nabeshima
      Proceedings of the International Symposium on Symbolic and Algebraic Computation, ISSAC 361 (2021) Semantic Scholar
  8. 8. Computing Regular Meromorphic Differential Forms via Saito's Logarithmic Residues Shinichi Tajima; Katsusuke Nabeshima
      Symmetry, Integrability and Geometry: Methods and Applications (2021) Semantic Scholar
  9. 9. A New Deterministic Method for Computing Milnor Number of an ICIS Shinichi Tajima; Katsusuke Nabeshima
      Computer Algebra in Scientific Computing 391 (2021) Semantic Scholar
  10. 10. 零次元準素イデアルのネター作用素の計算と応用 鍋島 克輔; 田島 慎一
      京都大学数理解析研究所講究録 2185: 1 (2021)
  11. 11. An Algorithm for Computing Torsion Differential Forms Associated with an Isolated Hypersurface Singularity Shinichi Tajima; Katsusuke Nabeshima
      Mathematics in Computer Science (2020) Semantic Scholar
  12. 12. Testing Zero-Dimensionality of Varieties at a Point Katsusuke Nabeshima; Shinichi Tajima
      Mathematics in Computer Science (2020) Semantic Scholar
  13. 13. An Algorithm for Computing Grothendieck Local Residues II: General Case Katsuyoshi Ohara; Shinichi Tajima
      Mathematics in Computer Science 14: 483 (2020) Semantic Scholar
  14. 14. An algorithm for computing the Hilbert-Samuel multiplicities and reductions of zero-dimensional ideals of Cohen-Macaulay local rings. Takafumi Shibuta; Shinichi Tajima
      J. Symb. Comput. 96: 108 (2020) Semantic Scholar
  15. 15. Computing Logarithmic Vector Fields Along an ICIS Germ via Matlis Duality. Shinichi Tajima; Takafumi Shibuta; Katsusuke Nabeshima
      Computer Algebra in Scientific Computing - 22nd International Workshop(CASC) 543 (2020) Semantic Scholar
  16. 16. Moving curve ideals, Rees algebra and parametric local cohomology systems 田島 慎一; 鍋島 克輔
      京都大学数理解析研究所講究録 2159: 179 (2020)
  17. 17. Computing logarithmic vector fields and Bruce-Roberts Milnor numbers via local cohomology classes Katsusuke Nabeshima; Shinichi Tajima
      Revue Roumaine Mathematiques Pures et Appliquees 64: 521 (2019)
  18. 18. Alternative algorithms for computing generic μ ∗ -sequences and local Euler obstructions of isolated hypersurface singularities Katsusuke Nabeshima; Shinichi Tajima
      Journal of Algebra and its Applications 18: (2019) Semantic Scholar
  19. 19. An Implementation of the Lê–Teissier Method for Computing Local Euler Obstructions Shinichi Tajima; Katsusuke Nabeshima
      Mathematics in Computer Science 13: 273 (2019) Semantic Scholar
  20. 20. Solving Parametric Ideal Membership Problems and Computing Integral Numbers in a Ring of Convergent Power Series Via Comprehensive Gröbner Systems Katsusuke Nabeshima; Shinichi Tajima
      Mathematics in Computer Science 13: 185 (2019) Semantic Scholar
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  1. 1. SINGULARITIES IN GEOMETRY AND TOPOLOGY 2011 Nabeshima, Katsusuke; Tajima, Shinichi
    MATH SOC JAPAN 2015年 (ISBN: 9784864970266)
  2. 2. Analyse microlocale sur les varietes de Cauchy-Riemann et problemes du prolongement des solutions holomorphes des equations aux derivees partielles 田島, 慎一
    1981年3月

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