\begin{definition}[Definition:Dense (Lattice Theory)/Subset]
Let $L = \struct {S, \wedge, \preceq}$ be a bounded below meet semilattice.
Let $A$ be a subset of $S$.
Then $A$ is '''dense''' {{iff}} it includes only dense elements.
That means that {{iff}} $\forall x \in A: x$ is a dense element.
\end{definition}