Existence of exactly N periodic solutions for Liénard systems Liénard系に対する丁度N個の周期解の存在
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Bibliographic Information
- Title
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Existence of exactly N periodic solutions for Liénard systems
- Other Title
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Liénard系に対する丁度N個の周期解の存在
- Author
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小谷, 健司
- Author(Another name)
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オダニ, ケンジ
- University
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名古屋大学
- Types of degree
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博士 (理学)
- Grant ID
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甲第3068号
- Degree year
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1994-12-28
Note and Description
博士論文
Table of Contents
- 目次 / (0002.jp2)
- 主論文.K.Odani,Existence of exactly N periodic solutions for Lienard systems,Funkcialaj Ekvacioj.(to appear) / p1 (0003.jp2)
- 参考論文1._,Nontrivial recurrent orbits of flows on surfaces,Japan.J.Math.(NS)15(1989), 205-211. / (0020.jp2)
- 参考論文2._,Generic homeomorphisms have the pseudo-orbit tracing property,Proc.Amer. Math.Soc.110(1990),281-284. / p281 (0026.jp2)
- 参考論文3._,The limit cycle of the van der Pol equation is not algebraic,J.Differential Equations 115,7 pages.(to appear) / p1 (0030.jp2)