PlanetMath (more info)
 Math for the people, by the people. Sponsor PlanetMath
Encyclopedia | Requests | Forums | Docs | Wiki | Random | RSS  
Login
create new user
name:
pass:
forget your password?
Main Menu
Viewing Version 1 of 'Adrien Douady'
[ view 'Adrien Douady' | back to history ]

Title of object: Adrien Douady
Canonical Name: AdrienDouady
Type: Biography

Created on: 2007-06-16 14:42:26
Modified on: 2007-06-16 14:42:26

Creator: Mravinci
Modifier: Wkbj79
Author: Mravinci

Classification: msc:01A60, msc:01A61

Revision comment (for changes between this and next version):

only one link to kill (I feel like Ganon from Legend of Zelda!)
some misspellings and formatting issues

Preamble:

% this is the default PlanetMath preamble. as your knowledge
% of TeX increases, you will probably want to edit this, but
% it should be fine as is for beginners.

% almost certainly you want these
\usepackage{amssymb}
\usepackage{amsmath}
\usepackage{amsfonts}

% used for TeXing text within eps files
%\usepackage{psfrag}
% need this for including graphics (\includegraphics)
%\usepackage{graphicx}
% for neatly defining theorems and propositions
%\usepackage{amsthm}
% making logically defined graphics
%\usepackage{xypic}

% there are many more packages, add them here as you need them

% define commands here
Content:

\emph{Adrien Douady} (1935 - 2006) French mathematician, best known for his work on dynamical systems.

From the outset Douady intended to teach mathematics at the university level and trained specifically for that occupation, then taught at a university in Paris. His research at first focused on homological algrebra but gradually he became more interested in the work of Pierre Fatou and Gaston Julia on dynamical systems. In 1997, Douady was appointed to the Acad\'emie des Sciences. A quadratic Julia set is named after him, the Douady rabbit.

Douady has \PMlinkname{Erd\H{o}s number}{ErdHosNumber} 2. With Jacques Dixmier he wrote a paper on fiber spaces in a French journal, and Dixmier wrote with Erd\H{o}s a paper on the number of fundamental invariants of binary forms in another French journal.