Bibliographic Information

単葉関数論における微積分作用素の応用についての研究 : 短期共同研究

(数理解析研究所講究録, 1363)

京都大学数理解析研究所, 2004.4

Other Title

Study on applications for fractional calculus operators in univalent function theory

Title Transcription

タンヨウ カンスウロン ニオケル ビセキブン サヨウソ ノ オウヨウ ニツイテ ノ ケンキュウ : タンキ キョウドウ ケンキュウ

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Note

「単葉関数論における微積分作用素の応用についての研究, Study on applications for fractional calculus operators in univalent function theory」短期共同研究報告集: 2003年9月3日-5日, 研究代表者: 尾和重義

その他のタイトルは目次による

参考文献あり

Contents of Works

  • Partial sums of certain meromorphic functions / Nak Eun Cho, 尾和重義 [著]
  • On a subclass of analytic functions involving certain fractional calculus operators / Jae Ho Choi [著]
  • Geometric properties of generalized fractional integral operator / Jae Ho Choi, Yong Chan Kim, S. Ponnusamy [著]
  • A remark on asymptotics of the gamma function at infinity / Anatoly A. Kilbas, 西郷恵
  • Solutions to a nearly simple harmonic vibration equation by means of N-fractional calculus / 西本勝之
  • Some infinite (singly, doubly and triply) sums / 西本勝之
  • On the order of starlikeness and strongly starlikeness of convex functions of order α and strongly convex of order β / 布川護
  • On the Gauss hypergeometric series with roots outside the unit disk / 高野勝男, 岡崎宏光
  • Geometric properties of solutions of a class of differential equations / 尾和重義 [ほか]
  • Integral means of analytic functions / 尾和重義, 関根忠行
  • Partial sums of certain analytic functions / 尾和重義, H.M. Srivastava, 齋藤更行
  • Generalization properties of integral means by H. silverman / 尾和重義, 八木大介, Nicolae N. Pascu
  • On positivity of Taylor coefficients of conformal maps / 須川敏幸
  • Radius of starlikeness and convexity 2 / 山川陸夫

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Details

  • NCID
    BA67132442
  • Country Code
    ja
  • Title Language Code
    jpn
  • Text Language Code
    engjpn
  • Place of Publication
    [京都]
  • Pages/Volumes
    2, 135p
  • Size
    26cm
  • Parent Bibliography ID
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