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Show that a field can have no ideal subring except itself or its trivial subgroup.
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define an ideal
It's some special kind of subgroup?
dont know, do you have an online book
Oh, sorry... an ideal N of a ring R is a subring such that for all n in N and r in R, rn is in N and nr is in N
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first google result is this question itself.
wat is this question ....... which chapter ....
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