%0 Journal Article
%T Transversality Obstructions and Equivariant Bordism for G=Z/2
%A Dev Sinha
%J Mathematics
%D 1999
%I arXiv
%X In this paper we compute homotopical equivariant bordism for the group ${\bf Z/2}$, namely $MO^{\bf Z/2}$, geometric equivariant bordism $\Omega^{\bf Z/2}_*$, and their quotient as modules over geometric bordism. This quotient is a module of stable transversality obstructions. In doing these computations, we use the techniques the author developed in the complex setting. Because we are working in the real setting only with Z/2, these techniques simplify greatly.
%U http://arxiv.org/abs/math/9910025v1