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\begin{document}

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\section*{Handbook of Algebraic Topology}

\hypertarget{context}{}\subsubsection*{{Context}}\label{context}

\hypertarget{algebraic_topology}{}\paragraph*{{Algebraic topology}}\label{algebraic_topology}

[[!include algebraic topology - contents]]

This page collects material and links related to

\begin{itemize}%
\item [[Ioan Mackenzie James]],

\emph{The Handbook of Algebraic Topology}

1995



\end{itemize}
collecting survey articles on subjects in [[algebraic topology]]

\hypertarget{contents}{}\section*{{Contents}}\label{contents}

\noindent\hyperlink{chapters}{Chapters}\dotfill \pageref*{chapters} \linebreak
\noindent\hyperlink{related_entries}{Related entries}\dotfill \pageref*{related_entries} \linebreak


\hypertarget{chapters}{}\subsection*{{Chapters}}\label{chapters}

\begin{itemize}%
\item Foreword.


\item List of Contributors.



\end{itemize}
\begin{enumerate}%
\item [[Homotopy Types]] (H.-J. Baues).


\item [[Homotopy theories and model categories]] (W.G. Dwyer, J. Spalinski).


\item [[Proper Homotopy Theory]] (T. Porter).


\item [[Introduction to fibrewise homotopy theory]] (I.M. James).


\item Coherent homotopy over a fixed space (K.A. Hardie, K.H. Kamps).


\item [[Modern foundations for stable homotopy theory]] (A.D. Elmendorf et al.


\item Completions in algebra and topology (J.P.C. Greenlees, J.P. May).


\item [[Equivariant stable homotopy theory]] (J.P.C. Greenlees, J.P. May).


\item The stable homotopy theory of finite complexes (D.C. Ravenel).


\item The EHP sequence and periodic homotopy (M. Mahowald, R.D. Thompson).


\item Introduction to nonconnective $Im(J)$-theory (M.C. Crabb, K. Knapp).


\item Applications of nonconnective $Im(J)$-theory (K. Knapp).


\item Stable homotopy and iterated loop spaces (G. Carlsson, R.J. Milgram).


\item Stable operations in generalized cohomology (J.M. Boardman).


\item Unstable operations in generalized cohomology (J.M. Boardman et al.).


\item Differential graded algebras in topology (Y. Felix et al.).


\item Real and rational homotopy theory (E.H. Brown, Jr., R.H. Szczarba).


\item Cohomology of groups (D.J. Benson, P.H. Kropholler).


\item Homotopy theory of Lie groups (M. Mimura).


\item Computing $v_1$-periodic homotopy groups of spheres and some compact Lie groups (D.M. Davis).


\item Classifying spaces of compact Lie groups and finite loop spaces (D. Notbohm).


\item H-spaces with finiteness conditions (J.P. Lin).


\item [[co-H-space|Co-H-spaces]] ([[Martin Arkowitz]]).


\item Fibration and product decompositions in nonstable homotopy theory (F.R. Cohen).


\item Phantom maps (C.A. McGibbon).


\item Wall's finiteness obstruction (G. Mislin).


\item Lusternik-Schnirelmann category (I.M. James).



\end{enumerate}
\hypertarget{related_entries}{}\subsection*{{Related entries}}\label{related_entries}

\begin{itemize}%
\item [[Handbook of Homotopy Theory]]

\end{itemize}
category:reference



\end{document}