Rchr
J-GLOBAL ID：200901034541062823
Update date: Sep. 13, 2022
Azukawa Kazuo
アズカワ カズオ | Azukawa Kazuo
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Affiliation and department：
University of Toyama Faculty of Science, Department of Mathematics
About University of Toyama Faculty of Science, Department of Mathematics
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Detailed information
Research field (1)：
Basic analysis
Research keywords (2)：
多変数複素解析学
, Analysis of several complex variables
Research theme for competitive and other funds (2)：
有界領域の不変計量による解析と幾何学
Analysis and geometry on bounded domains by invariant metrics
MISC (20)：
Infinite tetragon-tesselations of the plane with only finite motions. Manifold. 2001. 3. 10-12
AZUKAWA Kazuo. A role of Fibonacci numbers in sunflower patterns. Forma. 1997. 12. 1. 35-37
K Azukawa. The Pluri-complex Green function and a covering mapping. MICHIGAN MATHEMATICAL JOURNAL. 1995. 42. 3. 593-602
The ratio of invariant metrics on the annulus and theta functions. Banach Center Publications. 1995. 31. 53-60
Second Ricci curvature of homogeneous bounded domains. T(]J1152[)hoku Math. J. 1992. 44. 69-81
ｍore...
Books (1)：
The pluri-complex Green function and a covering mapping
Geometric Complex Analysis,World Scientific Publishing Co. 1996
Professional career (1)：
(BLANK) (Tohoku University)
Association Membership(s) (2)：
形の科学会
, 日本数学会
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