Chaotic Dynamics and Fractals

Content: 
Front Matter, Page iii
Academic Press Rapid Manuscript Reproduction, Page iv
Copyright, Page iv
Contributors, Pages vii-viii
Preface, Pages ix-xi
CHAOS: SOLVING THE UNSOLVABLE, PREDICTING THE UNPREDICTABLE!, Pages 1-52, Joseph Ford
MAKING CHAOTIC DYNAMICAL SYSTEMS TO ORDER, Pages 53-68, Michael F. Barnsley
ON THE EXISTENCE AND NON-EXISTENCE OF NATURAL BOUNDARIES FOR NON-INTEGRABLE DYNAMICAL SYSTEMS, Pages 69-100, D. Bessis, N. Chafee
THE HENON MAPPING IN THE COMPLEX DOMAIN, Pages 101-111, John H. Hubbard
DYNAMICAL COMPLEXITY OF MAPS OF THE INTERVAL, Pages 113-122, Louis Block
A USE OF CELLULAR AUTOMATA TO OBTAIN FAMILIES OF FRACTALS, Pages 123-140, Stephen J. Willson
EXPLODING JULIA SETS, Pages 141-154, Robert L. Devaney
ALGORITHMS FOR COMPUTING ANGLES IN THE MANDELBROT SET, Pages 155-168, A. Douady
THE PARAMETER SPACE FOR COMPLEX CUBIC POLYNOMIALS, Pages 169-179, Bodil Branner
DISCONNECTED JULIA SETS, Pages 181-201, Paul Blanchard
CALCULATION OF TAYLOR SERIES FOR JULIA SETS IN POWERS OF A PARAMETER, Pages 203-213, W.D. Withers
DIOPHANTINE PROPERTIES OF JULIA SETS, Pages 215-227, Pierre Moussa
REAL SPACE RENORMALIZATION AND JULIA SETS IN STATISTICAL MECHANICS, Pages 229-242, Bernard Derrida
REGULAR AND CHAOTIC CYCLING IN MODELS FROM POPULATION AND ECOLOGICAL GENETICS, Pages 243-262, Marjorie A. Asmussen
A BIFURCATION GAP FOR A SINGULARLY PERTURBED DELAY EQUATION, Pages 263-286, John Mallet-Paret, Roger D. Nussbaum
TRAVELLING WAVES FOR FORCED FISHER'S EQUATION, Pages 287-292, Lawrence Turyn