Rchr
J-GLOBAL ID:200901077616614984
Update date: Sep. 19, 2022
Setoyanagi Minoru
セトヤナギ ミノル | Setoyanagi Minoru
Contact this researcher
You can send email directly to the researcher.
Affiliation and department:
Maizuru National College of Technology General Education
About Maizuru National College of Technology General Education
Search "Maizuru National College of Technology General Education"
Detailed information
Job title:
Professor
Research field (1):
Algebra
Research keywords (4):
微分代数
, p進微分方程式
, Differential algebra
, p-adic differential equations
Research theme for competitive and other funds (4):
微分方程式のリュービル解
冪級数解のp進収束半径
Liouvillian solutions of differential equations
p-adic radius of convergence of power series solutions
Papers (3):
M Setoyanagi. Note on Clark's theorem for p-adic convergence. PROCEEDINGS OF THE AMERICAN MATHEMATICAL SOCIETY. 1997. 125. 3. 717-721
Minoru Setoyanagi. Non-Liouville Function and p-adic Convergence in D(0,1-). Acta Humanistica et Scientifica Universitatis Sangio Kyotiensis. 1994. 24. 3. 23-31
Minoru Setoyanagi. Liouvillian solutions of the Differential equation y"+S(x)y=0 with S(x) binomial. Proceedings of the American Mathematical Society. 1987. 100. 4. 607-612
MISC (11):
背戸柳 実. p進微分方程式の羃級数解のp進収束半径. 平成9年度~11年度科学研究費補助金(基盤研究(C)(2))研究成果報告書. 2000
Minoru Setoyanagi. p-adic radius of convergence of power series solutions of p-adic differential equations. 2000
Minoru Setoyanagi. On the p-adic radius of convergence of the binomial series. Research Reports of Maizuru National College of Technology. 1999. 34. 34. 68-72
背戸柳 実. ランダウの方程式 - もう1つの証明 -. BASIC数学. 1997. 30. 11. 69
Minoru Setoyanagi. Landau's equation -another proof-. 1997. 30. 11. 69
more...
Lectures and oral presentations (1):
Kovacicのalgorithmにある必要条件について
(函数方程式論分科会講演アブストラクト 1991)
Professional career (1):
(BLANK) (Kyoto Sangyo University)
Association Membership(s) (1):
日本数学会
※ Researcher’s information displayed in J-GLOBAL is based on the information registered in
researchmap
.
For details, see here
.
Return to Previous Page
TOP
BOTTOM