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September 4th, 2015, 04:06 AM   #1
Joined: Sep 2015
From: Belgium

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Completion of Boolean Algebras

Hi, a completion $\displaystyle C$ of a Boolean algebra $B$ is a complete Boolean algebra such that $B$ is a dense subalgebra of $C$. Can I somehow proove that every Boolean algebra admits a completion?
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algebras, boolean, completion

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