Small Divisors in One Dimension
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Small Divisors in One Dimension
Yoccoz, J. C.; Sands, Duncan
Cambridge University Press
06/2020
250
Mole
Inglês
9780521662574
15 a 20 dias
Descrição não disponível.
Part I. Siegel's Theorem, Bruno Numbers and Quadratic Polynomials: 1. Introduction to Part I. 2. Linearisation of univalent functions; 2. Linearisation of quadratic polynomials; Part II. Centralisers and Differentiable Conjugation of Circle Diffeomorphisms: 3. Introduction to Part II. 4. Notation and prerequisties; 5. Linearised centraliser equation; 6. Density of O\infty_\alpha in F_\alpha^\infty; 7. Continuous dependence of vector fields associated with germes of diffeomorphisms; 8. On a class of diffeomorphisms of the interval; 9. Centraliser of a diffeomorphism whose rotation number is rational; 10. Centraliser of a diffeomorphism whose rotation number is irrational: first results; 11. Centraliser of a diffeomorphism whose rotation number is irrational (continued). Appendices; Bibliography.
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Part I. Siegel's Theorem, Bruno Numbers and Quadratic Polynomials: 1. Introduction to Part I. 2. Linearisation of univalent functions; 2. Linearisation of quadratic polynomials; Part II. Centralisers and Differentiable Conjugation of Circle Diffeomorphisms: 3. Introduction to Part II. 4. Notation and prerequisties; 5. Linearised centraliser equation; 6. Density of O\infty_\alpha in F_\alpha^\infty; 7. Continuous dependence of vector fields associated with germes of diffeomorphisms; 8. On a class of diffeomorphisms of the interval; 9. Centraliser of a diffeomorphism whose rotation number is rational; 10. Centraliser of a diffeomorphism whose rotation number is irrational: first results; 11. Centraliser of a diffeomorphism whose rotation number is irrational (continued). Appendices; Bibliography.
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