# Differences

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integral_relation_algebras [2011/07/30 23:15]
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integral_relation_algebras [2011/07/30 23:17] (current)
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====Definition==== ====Definition====
An \emph{integral relation algebra} is a [[relation algebra]] $\mathbf{A}=\langle A,\vee,0, An \emph{integral relation algebra} is a [[relation algebra]]$\mathbf{A}=\langle A,\vee,0,
-\wedge,1,\neg,\circ,^{\smile},e\rangle$in which +\wedge,1,',\circ,^{\smile},e\rangle$ in which
\emph{the identity element $e$ is $0$ or an atom}: $e=x\vee y\Longrightarrow x=0\mbox{ or }y=0$ \emph{the identity element $e$ is $0$ or an atom}: $e=x\vee y\Longrightarrow x=0\mbox{ or }y=0$