Recently in an article by A. A. Klein I have seen this result:
A ring $R$ with bounded index of nilpotence is Dedekind-Finite.
Can anyone help me prove this result?
Recently in an article by A. A. Klein I have seen this result:
A ring $R$ with bounded index of nilpotence is Dedekind-Finite.
Can anyone help me prove this result?
Copyright © 2021 JogjaFile Inc.