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\title{FreeFem++}
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\begin{document}
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\section{FreeFem++}
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\begin{main}
\begin{info}
\subsection{Authors}
\see[http://www.ann.jussieu.fr/~hecht]{Fr\'{e}d\'{e}ric Hecht}
\\
\see[http://www.ann.jussieu.fr/pironneau]{Olivier Pironneau}
\\
\see[http://www.ann.jussieu.fr/~lehyaric/]{Antoine Le Hyaric}
\\
Kohji Ohtsuka (Web master of this site(CoMFoS))
\end{info}

\begin{content}
\subsection{1 Introduction}
Installation, 
How to use FreeFem++,
Environment variables, and the init file,
History
\subsection{2 Getting Started}
FEM by FreeFem++ : how does it work?,
Some Features of FreeFem++,
The Development Cycle,
\subsection{3 Learning by Examples}
Membranes,
Heat Exchanger,
Acoustics,
Thermal Conduction,
Irrotational Fan Blade Flow and Thermal effects,
Pure Convection,
A Projection Algorithm for the Navier-Stokes equations,
The System of elasticity,
The System of Stokes for Fluids,
A Large Fluid Problem,
An Example with Complex Numbers,
Optimal Control,
A Flow with Shocks,
Classification of the equations
\subsection{4 Syntax}
Data Types,
List of major types,
Global Variables,
System Commands,
Arithmetic,
One Variable Functions,
Functions of Two Variables,
Arrays,
Loops,
Input/Outpu,
Exception handling,
\subsection{5 Mesh Generation}
Commands for Mesh Generation,
Boundary FEM Spaces Built as Empty Meshes,
Remeshing,
Regular Triangulation: hTriangle,
Adaptmesh,
Trunc,
Splitmesh,
Meshing Examples
\subsection{Finite Elements}
Lagrange finite element,
P1 Nonconforming Element,
Other FE-space,
Vector valued FE-function,
A Fast Finite Element Interpolator,
Keywords: Problem and Solve,
Parameters affecting solve and problem,
Problem definition,
Numerical Integration,
Variational Form, Sparse Matrix, PDE Data Vector,
Interpolation matrix,
Finite elements connectivity
\subsection{7 Visualization}
Plot,
link with gnuplot,
link with medit,
\subsection{Algorithms}
Conjugate Gradient/GMRES,
Optimization
\subsection{9 Mathematical Models}
Static Problems,
Elasticity,
Nonlinear Static Problems,
Eigenvalue Problems,
Evolution Problems,
Navier-Stokes Equation,
Variational inequality,
Domain decomposition�C
Schwarz Overlap Scheme,
Fluid/Structures Coupled Problem,
Transmission Problem,
Free Boundary Problem,
Nonlinear elasticity
Compressible Neo-Hookean Materials: Computational Solutions
\subsection{10 Parallel version experimental}
Schwarz in parallel
\subsection{11 Graphical User Interface}
\subsection{12 Mesh Files}
File mesh data structure,
bb File type for Store Solutions,
BB File Type for Store Solutions,
Metric File,
List of AM FMT, AMDBA Meshes
\subsection{13 Add new finite element}
Some notation,
Which class of add
\end{content}

\begin{message}
\subsection{Appendix}
\subsubsection{A Table of Notations}
Generalities,
Sets, Mappings, Matrices, Vectors,
Numbers,
Differential Calculus,
Meshes,
Finite Element Spaces
\subsubsection{B Grammar}
The bison grammar,
The Types of the languages, and cast,
All the operators
\subsubsection{C Dynamical link}
A first example myfunction.cpp,
Example Discrete Fast Fourier Transform,
Load Module for Dervieux�f P0-P1 Finite Volume Method,
Add a new finite element,
Add a new sparse solver
Keywords
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\end{document}