Prime Ideals in Boolean Rings

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$Old$ December 4th, 2008, 12:01 PM

morganfor $morganfor is offline$

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$Default$ Prime Ideals

Under the operation that AB is the intersection of the sets A and B. If I is a prime ideal how does one prove that if A is in I then I contains A or all the elements not contained in A.
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Last edited by morganfor; December 4th, 2008 at 09:47 PM.

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