A Short Proof of K\"othe's Conjecture for Compact Rings
We provide a new proof that the upper nilradical of a compact ring coincides with the sum of its left nil ideals using the properties of orthogonal idempotents in compact rings.
math.RA↗
arXiv subjects
Publications and source records attributed to Scott Goodson.
We provide a new proof that the upper nilradical of a compact ring coincides with the sum of its left nil ideals using the properties of orthogonal idempotents in compact rings.