Introduction to Arnold's Proof of the Kolmogorov-Arnold-Moser Theorem
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Introduction to Arnold's Proof of the Kolmogorov-Arnold-Moser Theorem
Feldmeier, Achim
Taylor & Francis Ltd
08/2024
205
Mole
9781032263380
15 a 20 dias
Descrição não disponível.
Chapter 1. Hamilton Theory
Chapter 2. Preliminaries
Chapter 3. Outline of the KAM Proof
Chapter 4. Proof of the KAM Theorem
Chapter 5. Analytic Lemmas
Chapter 6. Geometric Lemmas
Chapter 7. Convergence Lemmas
Chapter 8. Arithmetic Lemmas
Chapter 2. Preliminaries
Chapter 3. Outline of the KAM Proof
Chapter 4. Proof of the KAM Theorem
Chapter 5. Analytic Lemmas
Chapter 6. Geometric Lemmas
Chapter 7. Convergence Lemmas
Chapter 8. Arithmetic Lemmas
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integrable systems;Liouville-Arnold theorem;chaos;order;newtonian mechanics;mathematical physics;moser;arnold;kolmogorov;KAM Theorem;Canonical Transformations;Diophantine Condition;Complex Function Theory;Lemma A2;Fourier Series;Push Forward;Differentiable Manifolds;Invariant Torus;KAM Theory;Lemma C4;Perturbed Hamiltonian;Cauchy Integral Formula;Small Divisors;Lemma A1;Real Analytic Function;Fourier Coefficients;Lagrange Estimate;Vector Field;Quadratic Convergence;Regula Falsi;Cauchy's Integral Theorem;Canonical Variables;Smooth Vector Field;Maximum Norm
Chapter 1. Hamilton Theory
Chapter 2. Preliminaries
Chapter 3. Outline of the KAM Proof
Chapter 4. Proof of the KAM Theorem
Chapter 5. Analytic Lemmas
Chapter 6. Geometric Lemmas
Chapter 7. Convergence Lemmas
Chapter 8. Arithmetic Lemmas
Chapter 2. Preliminaries
Chapter 3. Outline of the KAM Proof
Chapter 4. Proof of the KAM Theorem
Chapter 5. Analytic Lemmas
Chapter 6. Geometric Lemmas
Chapter 7. Convergence Lemmas
Chapter 8. Arithmetic Lemmas
Este título pertence ao(s) assunto(s) indicados(s). Para ver outros títulos clique no assunto desejado.
integrable systems;Liouville-Arnold theorem;chaos;order;newtonian mechanics;mathematical physics;moser;arnold;kolmogorov;KAM Theorem;Canonical Transformations;Diophantine Condition;Complex Function Theory;Lemma A2;Fourier Series;Push Forward;Differentiable Manifolds;Invariant Torus;KAM Theory;Lemma C4;Perturbed Hamiltonian;Cauchy Integral Formula;Small Divisors;Lemma A1;Real Analytic Function;Fourier Coefficients;Lagrange Estimate;Vector Field;Quadratic Convergence;Regula Falsi;Cauchy's Integral Theorem;Canonical Variables;Smooth Vector Field;Maximum Norm
