Michishige Tezuka, Nobuaki Yagita
Published 2011-04-08Version 1
Let $p\not =\ell$ be primes. We study the etale cohomology $H^{*}_{et}(BGL_n(\bF_{p^s});\bZ/{\ell})$ over the algebraically closed field $\bar \bF_p$ by using the stratification methods from Molina-Vistoli. To compute this cohomology, we use the Delinge-Lusztig variety.
Modular characteristic classes for representations over finite fields
Cohomology of Kac-Moody groups over a finite field
On the action of the Steenrod-Milnor operations on the invariants of the general linear groups
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