23 citations · 81 across the 17 of their papers we have counts for
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math.KT2023
A trace map on higher scissors congruence groups
Anna Marie Bohmann, Teena Gerhardt, Cary Malkiewich +2
Cut-and-paste -theory has recently emerged as an important variant of higher algebraic -theory. However, many of the powerful tools used to study classical higher algebraic $…
math.KT2021★ 1 cited
Generalizations of Loday's assembly maps for Lawvere's algebraic theories
Anna Marie Bohmann, Markus Szymik
Loday's assembly maps approximate the K-theory of group rings by the K-theory of the coefficient ring and the corresponding homology of the group. We present a generalization that…
math.KT2020
Boolean algebras, Morita invariance, and the algebraic K-theory of Lawvere theories
Anna Marie Bohmann, Markus Szymik
The algebraic K-theory of Lawvere theories is a conceptual device to elucidate the stable homology of the symmetry groups of algebraic structures such as the permutation groups and…