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The denotation of the term <math>\mathit{l}^\mathrm{w}\!</math> is a subset of <math>X\!</math> that can be obtained as follows:  Consider the flags of the form <math>L \star x</math> for each <math>x \in W,</math> take their intersection <math>\textstyle\bigcap_{x \in W} L \star x,</math> and collect the elements of <math>X\!</math> that appear as the first components of these ordered pairs.  Putting it all together:

The denotation of the term <math>\mathit{l}^\mathrm{w}\!</math> is a subset of <math>X\!</math> that can be obtained as follows:  For each flag of the form <math>L \star x</math> with <math>x \in W,</math> collect the elements <math>\operatorname{proj}_1 (L \star x)</math> that appear as the first components of these ordered pairs, and form the intersection of all these subsets.  Putting it all together:

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| <math>\mathit{l}^\mathrm{w} ~=~ \operatorname{proj}_1 \bigcap_{x \in W} L \star x</math>

| <math>\mathit{l}^\mathrm{w} ~=~ \bigcap_{x \in W} \operatorname{proj}_1 (L \star x)</math>

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