%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
%% Title: Strongly closed subgroups and the cellular structure of
%%        classifying spaces
%%
%% Authors: Ram\'on J. Flores and Richard M. Foote
%%
%%  Final draft manuscript
%%
%% Latest changes made on July 3, 2007
%% Format: LaTeX
%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
\documentclass[12pt]{amsart}

\begin{document}

Title: Strongly closed subgroups and the cellular structure of classifying spaces

Author(s): Ramon J. Flores and Richard M. Foote

Author's e-mail address: rflores@est-econ.uc3m.es,
foote@math.uvm.edu

Abstract: In this paper we give a complete classification of the
finite groups that contain a strongly closed $p$-subgroup,
generalizing previous work of the second author to the case of an
odd prime. We use this result to also obtain a description of the
BZ/p-cellularization (in the sense of Dror-Farjoun) of all the
classifying spaces of finite groups.


\end{document}