IntegerModRing

The old spelling of QuotientRing(Integers, m), kept working: IntegerModRing(m) evaluates to its canonical form.

IntegerModRing(m)same as QuotientRing(Integers, m)

Typed signatures

Type	Package	Applies
(integer) -> set	residues	always

Domain: Modular arithmetic

Examples

Basic #

live ↗

In$\mathrm{IntegerModRing}(12)$Out$ℤ/12ℤ$

About

Examples	1

See also: QuotientRing