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Tag Archives: hopkins-levitzki
Jacabson Radical
Recall that the radical of the base ring R is called its Jacobson radical and denoted by J(R); this is a two-sided ideal of R. Earlier, we had proven that a ring R is semisimple if and only if it is artinian and J(R) = … Continue reading
Posted in Notes
Tagged artinian, hopkins-levitzki, jacobson radical, matrix rings, nilpotent ideals, noetherian, semisimple rings
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Mathematics and Such 