Quadratic Residues: Difference between revisions
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==See also== | ==See also== | ||
[Legendre Representation of Quadratic Residues |Legendre Representation of Quadratic Residues] | [[Legendre Representation of Quadratic Residues |Legendre Representation of Quadratic Residues]] | ||
This article is a stub. Help us by expanding it. | This article is a stub. Help us by expanding it. | ||
Latest revision as of 22:24, 5 April 2021
The theory of quadratic residues concerned the fact if, for some 
and an odd prime 
, if there exists some 
such that ![\[x^2\equiv a \pmod{p}.\]](http://latex.artofproblemsolving.com/9/7/8/978981bfd29bdc67790cb939581b9b88597db291.png)
See also
Legendre Representation of Quadratic Residues
This article is a stub. Help us by expanding it.
