K-group, first (Ex)

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(Created page with "<wikitex>; Show for a commutative ring $R$ that the determinant induces an epimorphism $$\textup{det} \colon K_1(R) \to R^{\times}.$$ </wikitex> == References == {{#RefList:}}...")
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$$\textup{det} \colon K_1(R) \to R^{\times}.$$
$$\textup{det} \colon K_1(R) \to R^{\times}.$$
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== References ==
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== References==
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[[Category:Exercises]]
[[Category:Exercises]]
[[Category:Exercises without solution]]
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[[Category:Exercises with solution]]

Latest revision as of 12:43, 31 August 2013

Show for a commutative ring R that the determinant induces an epimorphism

\displaystyle \textup{det} \colon K_1(R) \to R^{\times}.

References

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