A Sequence of Behavior Spaces and the Structure of Its Convergent Space II

2010-12-16T03:01:28Z

2010-12-16T03:01:28Z

2010-11-12

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. We consider a sequence of behavior spaces and a certain weakly convergent space. We will systematically investigate in various points the structure of its convergent space. we treat some subjects on admissible sequences, complex conjugate behavior spaces and linear mapping from a subspace of holomorphic differential to a subspace of antiholomorphic differential.

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京都工芸繊維大学 学術報告書,第４巻,退職教員特別寄稿【学術論文】,2010.11,pp.9-32

1882-8779

http://hdl.handle.net/10212/2025

en

publisher

0020

Journal Article

Article