Remark
Equivalence modulo
I
generalizes both
Congruence
mod
n
in
Z
Congruence
mod
d
in
Q
[
X
]
For
a
,
b
Z
we have
a
=
b
mod
n
if and only if
a
-
b
(
n
).
For
a
,
b
Q
[
X
] we have
a
=
b
mod
d
if and only if
a
-
b
(
d
).