Example 10.55.5. Let k be a field. Let R = \{ f \in k[x] \mid f(0) = f(1)\} , compare Example 10.27.4. In this case K_0(R) \cong k^* \oplus \mathbf{Z}, but K'_0(R) = \mathbf{Z}.
Example 10.55.5. Let k be a field. Let R = \{ f \in k[x] \mid f(0) = f(1)\} , compare Example 10.27.4. In this case K_0(R) \cong k^* \oplus \mathbf{Z}, but K'_0(R) = \mathbf{Z}.
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