Modular Equivalence
1. Modular Equivalence
A type of Equivalence Relation.
\(a\) is equivalent to \(b\) mod \(n\) when \(n\mid a - b\). Denoted \(a\equiv b \pmod{n}\)
A type of Equivalence Relation.
\(a\) is equivalent to \(b\) mod \(n\) when \(n\mid a - b\). Denoted \(a\equiv b \pmod{n}\)