Boolean Ring ideals
- From: "practice" <thepracticespace@xxxxxxxxx>
- Date: 20 Nov 2006 05:30:02 -0800
Can anyone help with this question?
Let R be a boolean ring, and let I be a finitely-generated ideal of R.
Show that I is a principal ideal.
- I can see how you could show it inductively for the number of
elements generating I, but I can't seem to start by showing that an
ideal generated by 2 elements must be principal. Any help would be
greatly appreciated. Thanks.
.
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