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2007 IMS
6
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2007 IMS
Problems
(1)
Commutative ring with 1
Source: IMS 2007
5/12/2007
Let
R
R
R
be a commutative ring with 1. Prove that
R
[
x
]
R[x]
R
[
x
]
has infinitely many maximal ideals.
algebra
polynomial
Ring Theory
superior algebra
superior algebra solved