an:00044378
Zbl 0695.58002
Devaney, Robert L.
An introduction to chaotic dynamical systems. 2nd ed
EN
Redwood City, CA etc.: Addison-Wesley Publishing Company, Inc. xvi, 336 p. (1989).
1989
b
37-01 37Dxx 37D45 37G99
dynamical systems; one-dimensional quadratic map; structural stability; Morse-Smale diffeomorphism; Sarkovskij theorem; homoclinic points; symbolic dynamics; kneading theory; period-doubling; chaos; horseshoe map; attractors; Anosov systems; Hopf bifurcation; Henon map; Julia sets; attracting fixed point; orbit diagram; Mandelbrot set; bifurcation theory
Second edition of the first edition in (1986; Zbl 0632.58005).
From the author's preface: ``We have added new material on the orbit diagram and a new section on the Mandelbrot set. Apart from this, the only other major changes from the first edition include a revised treatment of elementary bifurcation theory and Sarkovskij's theorem.''
Zbl 0632.58005