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\title{Homology of strict $\omega$-categories}
\author{Léonard Guetta}
\begin{document}

\maketitle

\abstract{In this dissertation, we study the homology of strict
  $\oo$\nbd{}categories. More precisely, we intend to compare the ``classical''
  homology of an $\oo$\nbd{}category (defined as the homology of its Street
  nerve) with its polygraphic homology. Along the way, we prove several
  important results concerning free strict $\oo$\nbd{}categories on polygraphs
  (also known as computads) and concerning the homotopy theory of strict $\oo$\nbd{}categories. }

\tableofcontents

\include{introduction}
\include{omegacat}
\include{homtheo}
\include{hmtpy}
\include{hmlgy}
\include{contractible}
\include{2cat}

\addcontentsline{toc}{chapter}{Bibliography}
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\bibliography{memoire}
\end{document}

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