Geoffroy Horel (Paris 13): Motivic homological stability for configurations spaces of the line
We lift the classical theorem of Arnol'd on homological stability for
configurations spaces of the plane to the motivic world. More precisely,
we prove that the schemes of unordered configurations of points in the
affine line satisfy stability with respect to the motivic t-structure
on mixed Tate motives. See
https://arxiv.org/abs/1511.09031.
Published Sep. 27, 2017 11:44 AM
- Last modified Sep. 27, 2017 11:44 AM