[L3] ================================================ AMAST Links 02 08

               On the equivariant 2-type of a $G$-space
               Manuel Bullejos <bullejos@goliat.ugr.es>

  A classical theorem of Mac Lane and Whitehead states that
the homotopy type of a topological space with trivial homotopy at
dimensions 3 and greater can be reconstructed from its $\pi_1$ and
$\pi_2$, and a cohomology class $k_3\in H^3(\pi_1,\pi_2)$. More 
recently, Moerdijk and Svensson suggested the possibility of using 
Bredon cohomology to extend this result to the equivariant case, that 
is, for spaces $X$ equipped with an action by a fixed group $G$. In 
this paper we carry out this suggestion and prove an analogue of the 
classical result in the equivariant case.

  _This paper is available_ from URL: http://www.ugr.es/~bullejos