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AFA gives us unique solutions to systems of set systems; this is almost immediate from the axiom and the close relation of set systems and graphs.
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Then we could coherently talk of truth-preservation relations on (sets of) sentences, on (sets of) propositions, or on (sets of) characters (as in Kaplan 1989) and ultimately on any truth-bearer whatsoever.
This is an innovative perspective in this field and it revealed the relation of some "sets of factors" (e.g. farm sector structure, retail regulation, public support, etc).
Lewis reduces properties to sets of possible objects and relations to sets of \(n\ -tuples of possible objects.
We estimated the relations of the set of outcomes with HAZ (continuous) and stunting (dichotomous), both at 24 mo.
Histogram of the density-velocity relation of our data set the kernel radii (a) R = 10 m and (b) R = 55 m, respectively.
Fig. 13 Variation of relation for a set of actors of a group of museum vs neighbourhood of an actor.
Fig. 14 Variation of relation for a set of actors of four groups of agriculture vs neighbourhood of an actor.
Fig. 15 Variation of relation for a set of actors of four groups of museum vs neighbourhood of an actor.
Fig. 12 Variation of relation for a set of actors of a group of agriculture vs neighbourhood of an actor.
Graphs are plotted as the variation of relation for a set of actors of a group against neighbourhood of an actor (Figs. 12, 13) for ASN and MSN, respectively, and show that the relation for a set of actors of a group is approximately same up to first neighbourhood for without and with actor model.
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