タイトル | A Sequence of Behavior Spaces and the Structure of Its Convergent Space II |
著者(日) | -; 米谷, 文男 |
著者(英) | Matsui, Kunihiko; Maitani, Fumio |
著者所属(日) | 同志社大学; 京都工芸繊維大学 |
著者所属(英) | Doshisha University; Kyoto Institute of Technology |
発行日 | 2010-11-12 |
発行機関など | 京都工芸繊維大学 Kyoto Institute of Technology |
刊行物名 | 京都工芸繊維大学学術報告書 Bulletin of Kyoto Institute of Technology |
巻 | 4 |
開始ページ | 9 |
終了ページ | 32 |
刊行年月日 | 2010-11-12 |
言語 | eng |
抄録 | It should be expected to construct behavior spaces with a certain period condition on a Riemann surface of infinite genus, because behavior spaces play a central role in a formulation of Riemann-Roch’s and Abel’s theorem on an open Riemann surface. For the construction a sequence of behavior spaces and a certain weakly convergent space will be used. Systematical investigation of the structure of its convergent space is carried. Our discourse treats of some subjects on admissible sequences, complex conjugate behavior spaces and linear mapping from a subspace of holomorphic differentials to a subspace of anti-holomorphic differentials. |
内容記述 | 形態: 図版あり Physical characteristics: Original contains illustrations |
キーワード | Riemann surface; harmonic differentials; behavior spaces |
資料種別 | Departmental Bulletin Paper |
NASA分類 | Theoretical Mathematics |
ISSN | 1882-8779 |
NCID | AA12313712 |
SHI-NO | AA0062060002 |
URI | https://repository.exst.jaxa.jp/dspace/handle/a-is/16895 |