First Course In Chaotic Dynamical Systems
portes grátis
First Course In Chaotic Dynamical Systems
Theory And Experiment
Devaney, Robert L.
Taylor & Francis Ltd
01/2023
320
Mole
Inglês
9781032474526
15 a 20 dias
590
Descrição não disponível.
Preface to the Second Edition, 1. A Visual and Historical Tour, 2. Examples of Dynamical Systems, 3. Orbits, 4. Graphical Analysis, 5. Fixed and Periodic Points, 6. Bifurcations, 7. The Quadratic Family, 8. Transition to Chaos, 9. Symbolic Dynamics, 10. Chaos, 11. Sharkovsky's Theorem, 12. Role of the Critical Point, 13. Newton's Method, 14. Fractals, 15. Complex Functions, 16. The Julia Set, 17. The Mandelbrot Set, 18. Other Complex Dynamical Systems, Appendices, Bibliography, Index
Este título pertence ao(s) assunto(s) indicados(s). Para ver outros títulos clique no assunto desejado.
Filled Julia Set;Sierpinski Curve;periodic;Julia Set;point;Saddle Node Bifurcation;julia;Cantor Middle Thirds Set;sets;Iterated Function Systems;filled;Chaotic Dynamical Systems;set;Periodic Point;quadratic;Mandelbrot Set;mapping;Quadratic Function;fixed;Fixed Point;cantor;Cantor Sets;Orbit Diagram;Dense;Phase Portraits;Sharkovsky's theorem;Quadratic Family;chaotic system;Escape Criterion;Newton's Method;Prime Period;Ternary Expansion;Superimposed;Dense Orbit;Negative Schwarzian Derivatives;Graphical Analysis;Sharkovsky's Theorem
Preface to the Second Edition, 1. A Visual and Historical Tour, 2. Examples of Dynamical Systems, 3. Orbits, 4. Graphical Analysis, 5. Fixed and Periodic Points, 6. Bifurcations, 7. The Quadratic Family, 8. Transition to Chaos, 9. Symbolic Dynamics, 10. Chaos, 11. Sharkovsky's Theorem, 12. Role of the Critical Point, 13. Newton's Method, 14. Fractals, 15. Complex Functions, 16. The Julia Set, 17. The Mandelbrot Set, 18. Other Complex Dynamical Systems, Appendices, Bibliography, Index
Este título pertence ao(s) assunto(s) indicados(s). Para ver outros títulos clique no assunto desejado.
Filled Julia Set;Sierpinski Curve;periodic;Julia Set;point;Saddle Node Bifurcation;julia;Cantor Middle Thirds Set;sets;Iterated Function Systems;filled;Chaotic Dynamical Systems;set;Periodic Point;quadratic;Mandelbrot Set;mapping;Quadratic Function;fixed;Fixed Point;cantor;Cantor Sets;Orbit Diagram;Dense;Phase Portraits;Sharkovsky's theorem;Quadratic Family;chaotic system;Escape Criterion;Newton's Method;Prime Period;Ternary Expansion;Superimposed;Dense Orbit;Negative Schwarzian Derivatives;Graphical Analysis;Sharkovsky's Theorem
