Consider
$\qquad a = b^2 \pmod c$.
Are there special "names" for $a$ and/or $b$? I mean something like '$b$ is a modular root of $a$' or similar.
Consider
$\qquad a = b^2 \pmod c$.
Are there special "names" for $a$ and/or $b$? I mean something like '$b$ is a modular root of $a$' or similar.
$a$ is called a quadratic residue modulo $c$ in this case. I doubt there is a name for $b$ besides "a solution to the congruence $x^2\equiv a\pmod c$".