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Description

The congruence relation includes the divisibility relation as a special case. In a linear congruence relation a b (mod m), multiples of m are exactly the numbers that “look like 0” modulo m. Also , if we are working with integers modulo m, we can ignore multiples of m in the calculations.

Also solving the congruence a xb (mod m) means finding the value(s) of x that satisfies the equation.

Publication Date

2021

City

New Orleans

Keywords

Linea Congruence Equations, Mathematics, Carl Friedrich Gauss

Disciplines

Analysis | Applied Mathematics | Mathematics | Physical Sciences and Mathematics

Linear Congruence Equations

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