Introduction .................................................. vii
Tan L.
Preface ...................................................... xiii
J. Hubbard
The Mandelbrot set is universal ................................. 1
С. McMullen
Baby Mandelbrot sets are born in cauliflowers .................. 19
A. Douady, with the participation of X. Buff, ft. Devaney
& P. Sentenac
Modulation dans I'ensemble de Mandelbrot ....................... 37
P. Haissinscy
Local connectivity of Julia sets: expository lectures .......... 67
J. Milnor
Holomorphic motions and puzzles (following M. Shishikura) ..... 117
P. Roesch
Local properties of the Mandelbrot set at parabolic points .... 133
Tan L.
Convergence of rational rays in parameter spaces .............. 161
C. Petersen and G. Ryd
Bounded recurrence of critical points and Jakobson's
Theorem ....................................................... 173
S. Luzzatto
The Herman-Swiatek Theorems with applications ................. 211
C. Petersen
Perturbation d'une fonction linearisable ...................... 227
H. Jellouli
Indice holomorphe et rnultiplicateur .......................... 253
H. Jellouli
An alternative proof of Mane's theorem on non-expanding
Julia sets .................................................... 265
M. Shishikura and Tan L.
Geometry and dimension of Julia sets .......................... 281
Yin Y.-C.
On a theorem of M. Rees for the matings of polynomials ........ 289
M. Shishikura
Le theoreme d'integrabilite des structures presque
complexes ..................................................... 307
A. Douady, d'apres des notes de X. Buff
Bifurcation of parabolic fixed points ......................... 325
M. Shishikura
References .................................................... 365
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