@article{Pitsch:190929,
title = {Conjugation spaces and equivariant Chern classes},
author = {Pitsch, Wolfgang and Scherer, Jerome},
publisher = {Belgian Mathematical Soc Triomphe},
journal = {Bulletin Of The Belgian Mathematical Society-Simon Stevin},
address = {Brussels},
number = {1},
volume = {20},
pages = {14. 77-90},
year = {2013},
abstract = {Let eta be a Real bundle, in the sense of Atiyah, over a space X. This is a complex vector bundle together with an involution which is compatible with complex conjugation. We use the fact that BU has a canonical structure of a conjugation space, as defined by Hausmann, Holm, and Puppe, to construct equivariant Chem classes in certain equivariant cohomology groups of X with twisted integer coefficients. We show that these classes determine the (non-equivariant) Chern classes of eta, forgetting the involution on X, and the Stiefel-Whitney classes of the real bundle of fixed points.},
url = {http://infoscience.epfl.ch/record/190929},
}