Isomorphisms up to bounded torsion between relative $K_0$-groups and Chow groups with modulus

TL;DR

This paper proves that relative K_0-groups and Chow groups with modulus are isomorphic up to bounded torsion, linking algebraic K-theory and Chow groups in a new way.

Contribution

It establishes isomorphisms up to bounded torsion between relative K_0-groups and Chow groups with modulus, as defined by Binda-Saito.

Findings

Isomorphisms up to bounded torsion are established.

Connects relative K_0-groups with Chow groups with modulus.

Provides a new perspective on the relationship between algebraic K-theory and Chow groups.

Abstract

In this note, we establish isomorphisms up to bounded torsion between relative $K_0$-groups and Chow groups with modulus as defined by Binda-Saito.