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values of the Legendre symbol
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(Theorem)
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For an integer $a$ and an odd prime $p$ , let $\displaystyle \left(\frac{a}{p}\right)$ be the Legendre symbol.
Theorem 1 Let $p$ be an odd prime. The Legendre symbol takes the following values:
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"values of the Legendre symbol" is owned by alozano.
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Cross-references: quadratic residues, quadratic reciprocity, proof, Legendre symbol, prime, odd, integer
There is 1 reference to this entry.
This is version 2 of values of the Legendre symbol, born on 2006-10-06, modified 2006-10-06.
Object id is 8425, canonical name is ValuesOfTheLegendreSymbol.
Accessed 1335 times total.
Classification:
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Pending Errata and Addenda
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