States Localization Boundary for Dedekind Domains: Let A be a Dedekind domain with fraction field F, and let S=A \0\. Let :K_1(F) K_0( T_S(A)) be the boundary homomorphism in the low-degree localization sequence, using the boundary convention that an injective lattice map whose cokernel is a torsion module M contributes [M] in K_0( T_S(A)).