x \pod a

The notation 'x \pod a' is used to denote that x is congruent to 0 modulo a. It is a shorthand for expressing that x is divisible by a without leaving a remainder. This is often used in number theory and modular arithmetic to simplify expressions and proofs.

Examples

x is divisible by 3

x \pod 3

n squared is divisible by 4

n^2 \pod 4

The sum of a and b is divisible by 5

a + b \pod 5