\providecommand{\bysame}{\leavevmode ---\ }
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\providecommand{\smfandname}{et}
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\providecommand{\smfedname}{\'ed.}
\providecommand{\smfmastersthesisname}{M\'emoire}
\providecommand{\smfphdthesisname}{Th\`ese}
\begin{thebibliography}{10}

\bibitem{AK}
{\scshape C.~Araujo {\normalfont \smfandname} J.~Koll{\'a}r} -- {\og Rational
  curves on varieties\fg}, Higher dimensional varieties and rational points
  (Budapest, 2001) (K.~J. B\"or\"oczky, J.~Koll\'ar {\normalfont \smfandname}
  S.~T., \smfedsname), Bolyai Soc. Math. Stud., vol.~12, Springer, Berlin,
  2003, p.~13--68.

\bibitem{Art69}
{\scshape M.~Artin} -- {\og Algebraization of formal moduli. {I}\fg}, Global
  Analysis (Papers in Honor of K. Kodaira), Univ. Tokyo Press, Tokyo, 1969,
  p.~21--71.

\bibitem{Art70}
\bysame , {\og Algebraization of formal moduli. {II}. {E}xistence of
  modifications\fg}, \emph{Ann. of Math. (2)} \textbf{91} (1970), p.~88--135.

\bibitem{Br1}
{\scshape E.~Brieskorn} -- {\og Die {A}ufl\"osung der rationalen
  {S}ingularit\"aten holomorpher {A}bbildungen\fg}, \emph{Math. Ann.}
  \textbf{178} (1968), p.~255--270.

\bibitem{Br2}
\bysame , {\og Singular elements of semi-simple algebraic groups\fg}, Actes du
  Congr\`es International des Math\'ematiciens (Nice, 1970), Tome 2,
  Gauthier-Villars, Paris, 1971, p.~279--284.

\bibitem{Ca}
{\scshape F.~Campana} -- {\og Connexit\'e rationnelle des vari\'et\'es de
  {F}ano\fg}, \emph{Ann. Sci. \'Ecole Norm. Sup. (4)} \textbf{25} (1992),
  no.~5, p.~539--545.

\bibitem{CT}
{\scshape J.~L. Colliot-Th{\'e}l{\`e}ne {\normalfont \smfandname} P.~Gille} --
  {\og Remarques sur l'approximation faible sur un corps de fonctions d'une
  variable\fg}, Arithmetic of higher-dimensional algebraic varieties (Palo
  Alto, CA, 2002), Progr. Math., vol. 226, Birkh\"auser Boston, Boston, MA,
  2004, p.~121--134.

\bibitem{debarre}
{\scshape O.~Debarre} -- {\og Vari\'et\'es rationnellement connexes (d'apr\`es
  {T}. {G}raber, {J}. {H}arris, {J}. {S}tarr et {A}. {J}. de {J}ong)\fg},
  \emph{Ast\'erisque} \textbf{290} (2003), p.~Exp. No. 905, ix, 243--266,
  S\'eminaire Bourbaki. Vol. 2001/2002.

\bibitem{GHS}
{\scshape T.~Graber, J.~Harris {\normalfont \smfandname} J.~Starr} -- {\og
  Families of rationally connected varieties\fg}, \emph{J. Amer. Math. Soc.}
  \textbf{16} (2003), no.~1, p.~57--67 (electronic).

\bibitem{dJS}
{\scshape A.~J. de~Jong {\normalfont \smfandname} J.~Starr} -- {\og Every
  rationally connected variety over the function field of a curve has a
  rational point\fg}, \emph{Amer. J. Math.} \textbf{125} (2003), no.~3,
  p.~567--580.

\bibitem{kollar}
{\scshape J.~Koll{\'a}r} -- \emph{Rational curves on algebraic varieties},
  Ergebnisse der Math., vol.~32, Springer-Verlag, Berlin, 1996.

\bibitem{KMM}
{\scshape J.~Koll{\'a}r, Y.~Miyaoka {\normalfont \smfandname} S.~Mori} -- {\og
  Rationally connected varieties\fg}, \emph{J. Algebraic Geom.} \textbf{1}
  (1992), no.~3, p.~429--448.

\bibitem{Ma}
{\scshape D.~Madore} -- {\og Approximation faible aux places de bonne
  r\'eduction sur les surfaces cubiques sur les corps des fonctions\fg}, 2004,
  preprint.

\bibitem{NS}
{\scshape D.~S. Nagaraj {\normalfont \smfandname} C.~S. Seshadri} -- {\og
  Degenerations of the moduli spaces of vector bundles on curves. {II}.
  {G}eneralized {G}ieseker moduli spaces\fg}, \emph{Proc. Indian Acad. Sci.
  Math. Sci.} \textbf{109} (1999), no.~2, p.~165--201.

\end{thebibliography}
