Euler's criterion
Ax-Kochen theorem
quadratic reciprocity
Fermat's little theorem
Legendre symbol
p-adic norm
mathematical induction
p-adic absolute value
Euclid's lemma
p-adic ordinal
Chen prime
Gauss-Lucas theorem
Appell sequence
Romanov's theorem
characteristic polynomial
Löb's theorem
splitting field
Ax-Grothendieck theorem
Sturm's theorem
Bombieri-Friedlander-Iwaniec theorem
abc conjecture
Herbrand-Ribet theorem
Zeisel number
prime number theorem
Blum integer
Iverson bracket
p-adic ultrametric
parallel postulate
decidable
hyperbolic polynomial
Frobenius endomorphism
Brocard's conjecture
anticyclotomic
safe prime
Liouville number
adjoint
unit function
Dickson's conjecture
Jacobi symbol
Euclidean norm
rational root theorem
totient
Størmer's theorem
Wall-Sun-Sun prime
primorial prime
Chinese remainder theorem
quadratic residue
Faulhaber's formula
Pólya's conjecture
Gougu rule
signum function
hyponormal
p-adic number
prime ring
quasiregular
Gougu theorem
Cunningham chain
Hjelmslev's theorem
p-adic order
Bézout's theorem
cuban prime
Rolle's theorem
Pythagorean trigonometric identity
Sophie Germain prime
de Bruijn-Erdős theorem
Galileo's paradox
Green-Tao theorem
Dickman function
cototient
highly composite number
characteristic
Chebyshev's theorem
Ford circle
truncus
Pythagorean quadruple
intermediate value theorem
Frobenius number
signum
isotopic
Goldbach number
antecedent
Kummer ring
Heegner number
Pythagorean proposition
conchoid
least common multiple
nude number
superexponential
equibounded
epimorphism
imaginary number
Bertrand-Chebyshev theorem
complex number
imaginary
prime reciprocal magic square
Goldbach's conjecture
complex quantity
Ramsey number
pseudoremainder

English words for 'A theorem which states that, given a positive integer a which is coprime to an odd prime number p, a is a quadratic residue of p if and only if a^((p-1)/2) is congruent to 1 modulo p.'

As you may have noticed, above you will find words for "A theorem which states that, given a positive integer a which is coprime to an odd prime number p, a is a quadratic residue of p if and only if a^((p-1)/2) is congruent to 1 modulo p.". Hover the mouse over the word you'd like to know more about to view its definition. Click search related words by phrase or description. to find a better fitting word. Finally, thanks to ChatGPT, the overall results have been greatly improved.

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