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broken link fixed, cf. https://meta.mathoverflow.net/q/5301/70594
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Glorfindel
Glorfindel
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Another reference to a proof of Specker's theorem is Zagier's St Andrews problems.

Added Also rings such as $\mathbb{Z}$ with this property are called slender ringsslender rings.

Another reference to a proof of Specker's theorem is Zagier's St Andrews problems.

Added Also rings such as $\mathbb{Z}$ with this property are called slender rings.

Another reference to a proof of Specker's theorem is Zagier's St Andrews problems.

Added Also rings such as $\mathbb{Z}$ with this property are called slender rings.

added content and reference
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Robin Chapman
Robin Chapman
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Another reference to a proof of Specker's theorem is Zagier's St Andrews problems.

Added Also rings such as $\mathbb{Z}$ with this property are called slender rings.

Another reference to a proof of Specker's theorem is Zagier's St Andrews problems.

Another reference to a proof of Specker's theorem is Zagier's St Andrews problems.

Added Also rings such as $\mathbb{Z}$ with this property are called slender rings.

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Robin Chapman
Robin Chapman
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  • 81

Another reference to a proof of Specker's theorem is Zagier's St Andrews problems.