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The $K_1$-group of integer valued polynomials

Let $R=$ Int$(\mathbb{Z}) = \{f \in \mathbb{Q}[x]| f(\mathbb{Z}) \subset \mathbb{Z}\}$. I am interested to find $K_1(R)$. I list my trials below: Let us construct a Milnor square $$\matrix{R&\...
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