Remarks on J. langer and D. A. singer decomposition theorem for diffeomorphisms of the circle

Author:

de la Llave R.

Publisher

Springer Science and Business Media LLC

Subject

Mathematical Physics,Statistical and Nonlinear Physics

Reference10 articles.

1. Langer, J., Singer, D. A.: Diffeomorphisms of the circle and geodesic fields on Riemann surfaces of genus one. Inv. Mat.69, 229?242 (1982)

2. Herman, M. R.: Sur les diffeomorphismes du cercle de nombre de rotation de type constant. In: Conference on harmonic analysis in honor of Zygmund, A. Becker W. et al., (eds.) Belmont: Wadsworth 1983

3. a) Lectures in Les Houches (1981), unpublished;

4. b) Sur les courbes invariates par les diffeomorphisms de l'anneau. Asterisque103?104 (1981)

5. de la Llave, R.: A simple proof of a particular case of C. L. Siegel center theorem. J. Math. Phys.24, (8) 2118?2121 (1983)

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2. Decomposition theorems for groups of diffeomorphisms in the sphere;Transactions of the American Mathematical Society;1999-05-20

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