Definitions from Wiktionary (modular arithmetic)
▸ noun: (number theory) Any system of arithmetic for integers which, for some given positive integer n, is equivalent to the set of integers being mapped onto the finite set {0, ... n} according to congruence modulo n, and in which addition and multiplication are defined consistently with the results of ordinary arithmetic being so mapped.
▸ Words similar to modular arithmetic
▸ Usage examples for modular arithmetic
▸ Idioms related to modular arithmetic
▸ Wikipedia articles (New!)
▸ Words that often appear near modular arithmetic
▸ Rhymes of modular arithmetic
▸ Invented words related to modular arithmetic
▸ noun: (number theory) Any system of arithmetic for integers which, for some given positive integer n, is equivalent to the set of integers being mapped onto the finite set {0, ... n} according to congruence modulo n, and in which addition and multiplication are defined consistently with the results of ordinary arithmetic being so mapped.
Similar:
modular calculus,
modular form,
quadratic residue,
modulus,
Carmichael number,
primitive root,
higher arithmetic,
primitive element,
module,
arithmetic,
more...
▸ Words similar to modular arithmetic
▸ Usage examples for modular arithmetic
▸ Idioms related to modular arithmetic
▸ Wikipedia articles (New!)
▸ Words that often appear near modular arithmetic
▸ Rhymes of modular arithmetic
▸ Invented words related to modular arithmetic