On rings whose Jacobson radical coincides with upper nilradical
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DOI: 10.3906/mat-2012-30
Abstract: We call a ring R is JN if whose Jacobson radical coincides with upper nilradical, and R is right SR if each element r ∈ R can be written as r = s+r where s… read more here.
Keywords: coincides upper; jacobson radical; upper nilradical; rings whose ... See more keywords