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maitani-1989
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論文情報
title
Variational Formulas llnder C^2-movements
contributor.author
米谷,文男
MAITANI,Fumio
subject
Riemann surfaces
Beltrami differentials
quasiconformal deformations
variational formulas
カテゴリ
1989 VOL.38
論文詳細を表示
title
Variational Formulas llnder C^2-movements
contributor.author
米谷,文男
MAITANI,Fumio
subject
Riemann surfaces
Beltrami differentials
quasiconformal deformations
variational formulas
date.accessioned
2009-04-07T07:05:21Z
date.available
2009-04-07T07:05:21Z
date.issued
1990-03
description.abstract
We shall investigate the change of function-theoretic quantities as a Riemann surface deforms smoothly. As a smooth deformation, we consider Riemann surfaces with conformal structures decided by Beltrami differentials depending differentiably on parameters. Function-theoretic quantities are often represented by meromorphic differentials with specific kind of boundary behavior. We show here that their differentials vary differentiably and obtain variational formulas of function-theoretic quantities. We take up a recovering deformation as a quasiconformal deformation and apply our results.
description.provenance
Submitted by 附属図書館 KIT-Repository (dspace-admin@jim.kit.ac.jp) on 2009-04-07T07:05:21Z No. of bitstreams: 1 maitani-1989.pdf: 521016 bytes, checksum: 5c16e8d9652293250b5b9fd5af0d1ead (MD5)
Made available in DSpace on 2009-04-07T07:05:21Z (GMT). No. of bitstreams: 1 maitani-1989.pdf: 521016 bytes, checksum: 5c16e8d9652293250b5b9fd5af0d1ead (MD5) Previous issue date: 1990-03
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521016 bytes
format.mimetype
application/pdf
identifier.citation
Memoirs of the Faculty of Engineering and Design, Kyoto Institute of Technology, Series of Science and Technology, Vol.38 (1989) pp.23-34
identifier.uri
http://hdl.handle.net/10212/1907
language.iso639-2
en
rights.textversion
type.nii
Journal Article
type
Article