Difference between revisions of "Omega ring"

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The omega ring is the [[ring]] containing <math>\omega,-\omega,1,-1</math>. It has the interesting property that whenever one item in the ring is taken to any power, another item in the ring is the result.
 
The omega ring is the [[ring]] containing <math>\omega,-\omega,1,-1</math>. It has the interesting property that whenever one item in the ring is taken to any power, another item in the ring is the result.
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Revision as of 15:44, 27 October 2007

The omega ring is the ring containing $\omega,-\omega,1,-1$. It has the interesting property that whenever one item in the ring is taken to any power, another item in the ring is the result.

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