Rchr
J-GLOBAL ID:200901028965418784
Update date: Feb. 14, 2024
Komatsu Gen
コマツ ゲン | Komatsu Gen
Affiliation and department:
Research field (2):
Mathematical analysis
, Geometry
Research keywords (2):
解析学
, Analysis
Research theme for competitive and other funds (2):
- ベルグマン核の漸近解析
- Asymptotic analysis of the Bergman kernel
MISC (25):
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Asymptotic expansion of the Bergman kernel --- elementary application of the invariant theory. Complex Analysis and its Applications, Proceedings of the 15th ICFIDCAA, Osaka, 2007, OCAMI Studies Volume 2, pp.43-63. 2008. Volume 2, pp.43-63
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The Bergman kernel of Hartogs domains and transformation laws for Sobolev-Bergman kernels. Complex Analysis in Several Variables, Advanced Studies in Pure Mathematics, Volume 42, pp.159-164. 2004. Volume 42, pp.159-164
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The Bergman kernel of Hartogs domains and transformation laws for Sobolev-Bergman kernels. Complex Analysis in Several Variables, Advanced Studies in Pure Mathematics, Volume 42, pp.159-164. 2004. Volume 42, pp.159-164
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K Hirachi, G Komatsu, N Nakazawa. CR invariants of weight five in the Bergman kernel. ADVANCES IN MATHEMATICS. 1999. 143. 2. 185-250
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K Hirachi, G Komatsu, N Nakazawa. CR invariants of weight five in the Bergman kernel. ADVANCES IN MATHEMATICS. 1999. 143. 2. 185-250
more...
Books (14):
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The Bergman kernel of Hartogs domains and transformation laws for Sobolev-Bergman kernels
Advanced Studies in Pure Mathematics, Mathematical Society of Japan 2004
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The Bergman kernel of Hartogs domains and transformation laws for Sobolev-Bergman kernels
Advanced Studies in Pure Mathematics, Mathematical Society of Japan 2004
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Analysis and Geometry in Several Complex Variables(共編)
Trends in Mathematics, Birkhauser 1999
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Local Sobolev-Bergman kernels of strictly pseudoconvex domains(共著)
Analysis and Geometry in Several Complex Variables, Trends in Mathematics, Birkhauser 1999
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Analysis and Geometry in Several Complex Variables(共編)
Trends in Mathematics, Birkhauser 1999
more...
Works (1):
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完全積分可能系に関係する可換微分作用素環およびその固有函数の構造
2005 -
Education (6):
Professional career (3):
- 理学博士
- Ph D (Tohoku University)
- 理学士 (東北大学)
Association Membership(s) (1):
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