Matrix Ring
In
abstract algebra
the
matrix ring
M(n,R)
is set of all
n
-by-
n
matrices
over an arbitrary ring
R
. This forms a
ring
under
matrix addition
and
multiplication
.
Properties
A matrix ring over a
division ring
is a
simple ring
. There is a partial converse in the form of the
Artin-Wedderburn theorem
.
A matrix ring over a
prime ring
is a prime ring.
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