论文信息 - A uniformly strongly prime radical

A uniformly strongly prime radical

The class of all uniformly strongly prime rings is shown to be a special class of rings which generates a radical class which properly contains both the right and left strongly prime radicals and which is independent of the Jacobson and Brown-McCoy radicals.

D. M. Olson | R. Lidl | R. Lidl

[1] R. Wiegandt,et al. ON THE GROENEWALD-HEYMAN STRONGLY PRIME RADICAL , 1984 .

[2] David Handelman,et al. Strongly prime rings , 1975 .

[3] Nathan Divinsky,et al. Rings and Radicals , 1965 .

[4] N. Groenewald,et al. Certain classes of ideals in group rings II , 1980 .

[5] C. Roos,et al. Essential extensions in radical theory for rings , 1977, Journal of the Australian Mathematical Society.

[6] M. Parmenter,et al. The strongly prime radical of crossed products , 1984 .