29 citations · 112 across the 24 of their papers we have counts for
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math.KT2007★ 7 cited
Arithmetic homology and an integral version of Katos conjecture
Thomas Geisser
We define an integral Borel-Moore homology theory over finite fields, called arithmetic homology, and an integral version of Kato homology. Both types of groups are expected to be…
math.KT2007
Parshin's conjecture revisited
Thomas Geisser
We show that Pashin's conjecture on the vanishing of rational higher K-groups of smooth, projective varieties over finite fields can be thought of as a combination of three weaker…