Abstract

In this companion paper to arXiv:0802.1928 we provide an example of an isolated surface singularity RR over a number field such that K0(R)=K0(R[t])K_0(R) = K_0(R[t]) but K0(R)≠K0(R[t1,t2])K_0(R) \neq K_0(R[t_1,t_2]). This answers, negatively, a question of Bass.

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