Abstract
One of the well-known problems in algebraic $K$-theory is the comparison of higher Chow groups and $K$-groups. In this paper, using the motivic complex defined by Voevodsky– Suslin–Friedlander, we prove the comparison theorem for equi-characteristic regular local rings.
Citation
Yuki Kato. "The isomorphism between motivic cohomology and $K$-groups for equi-characteristic regular local rings." Homology Homotopy Appl. 14 (1) 281 - 285, 2012.
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