Are there examples of non commutative rings which are not (which can not be) embedded in matrix rings?
Whatever example I know, all of them can be embedded in matrix ring. For example Quaternion ring, Group rings over a non-Abelian group.
Are there examples of non commutative rings which are not (which can not be) embedded in matrix rings?
Whatever example I know, all of them can be embedded in matrix ring. For example Quaternion ring, Group rings over a non-Abelian group.
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