Abstract
Scissors congruence groups have traditionally been expressed algebraically in terms of group homology. We give an alternate construction of these groups by producing them as the $0$-level in the algebraic $K$-theory of a Waldhausen category.
Citation
Inna Zakharevich. "Scissors congruence as $K$-theory." Homology Homotopy Appl. 14 (1) 181 - 202, 2012.
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