Resumen de TR of quasiregular semiperfect rings is eve

Micah Darrell, Noah Riggenbach

• We show that TR2i−1(S) = 0 for all i ∈ N and all S quasiregular semiperfect. We show this by computing the algebraic K-theory of truncated polynomial algebras over certain quaisregular semiperfect rings and showing that for these rings the topological restriction homology is even via the curves on K-theory description of [9]. We then use prismatic cohomology to go from these cases to the general case.