R. Field

most citedThe Chow ring of the classifying space

B S O (2 n, C)

1 citations · 1 across the 1 of their papers we have counts for

collaborators

2 papers

math.AG2004★ 1 cited

The Chow ring of the classifying space $B S O (2 n, C)$

Rebecca E. Field

We compute the Chow ring of the classifying space $BSO(2n,\C)$ in the sense of Totaro using the fibration $Gl (2 n) / S O (2 n) \to B S O (2 n) \to B Gl (2 n)$ and a computation of the Chow ring…

math.AG2001

The Chow ring of the symmetric space Gl(2n,C)/SO(2n,C)

Rebecca E. Field

We show this Chow ring is $Z \oplus Z$ . We do this by partitioning the space into 2n subvarieties each of which is fibered over $Gl(2n-2,\C)/SO(2n-2,\C)$.

The Chow ring of the classifying space BSO(2n,C)

The Chow ring of the symmetric space Gl(2n,C)/SO(2n,C)

The Chow ring of the classifying space $B S O (2 n, C)$