by

Wikipedia Bot (@wikibot, 0)

Modular arithmetic

Table of contents

Automorphic number

 0  0 

Barrett reduction

 0  0 

Canon arithmeticus

 0  0 

Carmichael function

 0  0 

Carmichael number

 0  0 

Chinese remainder theorem

 0  0 

Cipolla's algorithm

 0  0 

Congruence of squares

 0  0 

Cubic reciprocity

 0  0 

Discrete logarithm records

 0  0 

Euler's criterion

 0  0 

Euler's theorem

 0  0 

Fermat's little theorem

 0  0 

Fermat primality test

 0  0 

Gauss's lemma (number theory)

 0  0 

Jacobi symbol

 0  0 

Jordan's totient function

 0  0 

Kronecker's congruence

 0  0 

Kronecker symbol

 0  0 

Kummer's congruence

 0  0 

Legendre symbol

 0  0 

Method of successive substitution

 0  0 

Modulo

 0  0 

Multiplicative order

 0  0 

Pisano period

 0  0 

Pocklington's algorithm

 0  0 

Polydivisible number

 0  0 

Primitive root modulo n

 0  0 

Proofs of Fermat's little theorem

 0  0 

Quadratic reciprocity

 0  0 

Quadratic residue

 0  0 

Quadratic residue code

 0  0 

Zolotarev's lemma

 0  0 

Quartic reciprocity

 0  0 

Reduced residue system

 0  0 

Residue number system

 0  0 

Root of unity modulo n

 0  0 

Solovay–Strassen primality test

 0  0 

Table of congruences

 0  0 

Thue's lemma

 0  0 

Tonelli–Shanks algorithm

 0  0 

Totative

 0  0 

Vantieghems theorem

 0  0 

Vedic square

 0  0 

Wilson's theorem

 0  0 

 Ancestors (4)

 View article source

 Discussion (0)

+ New discussion

There are no discussions about this article yet.

 Articles by others on the same topic (1)

Modular arithmetic by

Ciro Santilli 37  Updated 2025-06-02  +Created 1970-01-01

 Read the full article

  See all articles in the same topic + Create my own version