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Petits diviseurs en dimension 1

By: Material type: TextTextLanguage: English Series: Asterisque; 231Publication details: Paris Societe Mathematique de France 1995Description: 242pSubject(s): DDC classification:
  • 512.55 Y54
Summary: The dynamics of biholomorphisms in one complex variable near a fixed point is the subject of the first paper. In 1942, Siegel proved that such a germ is analytically linearizable if its linear part is a diophantine rotation ; the set of rotation numbers
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The dynamics of biholomorphisms in one complex variable near a fixed point is the subject of the first paper. In 1942, Siegel proved that such a germ is analytically linearizable if its linear part is a diophantine rotation ; the set of rotation numbers

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