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A similar result concerns linear diagrams for syllogisms Englebretsen 1992, where lines are used to represent sets, points represent individuals, point-line intersection represents set-membership, and intersection of lines represents set-intersection.
The numbers of clusters are small as compared to the total number of possibilities, indicating that overall there is a limited number of relatively common ionomic phenotypes suggesting that the ionome only has a limited number of sets points that are consistent with cell viability.
Similar(57)
Two set points squandered.
40-0, three set points.
Four set points, though.
Three set points.
The Bryans fought off the set points.
Three set points for Azarenka.
Five set points to Murray.
He had two set points.
Two set points, that's what!
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