Rchr
J-GLOBAL ID：200901085062315176
Update date: Aug. 28, 2020
Sato Takeyoshi
サトウ タケヨシ | Sato Takeyoshi
Affiliation and department：
旧所属 北海道教育大学 教育学部 岩見沢校
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Job title：
教授
Research keywords (2)：
解析学
, Analysis
Research theme for competitive and other funds (2)：
リーマン面上のポテンシャル論
Potential Theory on Riemann Surfaces
MISC (6)：
Takeyoshi Satō. Boundary behavior of positive solutions of Δu = Pu on a Riemann surface. Journal of the Mathematical Society of Japan. 1999. 51. 1. 167-179
Fatou theorems for positive solutions of △u=Pu on a Riemaun surface. Proceedings of tourth international colloquium on tinite or intinite dimensionul complex analysis. 1996. 91-99
Martin bounduries and thin sets for △u=Pu an Riemann surfaces. Hokkaido Mathematical Journal. 1992. 21
Integral Comparison theorems for sielative Hordy Spaces of the equation △u=Pu on a Riemann surface. Pacific Journal of Mathematics. 1983. 108. 2
リーマン面上のΔu=Puの解のなすバナハ空間に関する比較定理. 日本数学会紀要. 1979. 31. 2. 281-316
ｍore...
Education (4)：
- 1964 Hokkaido University
- 1964 Hokkaido University Graduate School, Division of Natural Science
- 1962 Hokkaido University School of Science
- 1962 Hokkaido University Faculty of Science
Professional career (1)：
(BLANK)
Association Membership(s) (1)：
日本数学会
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