Exact(2)
The property being necessarily exemplified is contained in the essence of this property.
So, when God causes his haecceity to exist, he causes the property being necessarily exemplified to be exemplified by his haecceity.
Similar(58)
More generally, Zalta's comprehension principle correlates sets of properties with objects that encode, not (necessarily) exemplify, those properties.
Although the fact that La Borinqueña exists matters in so many ways, it is important to acknowledge that mere representation is not enough and does not necessarily exemplify progress.
Importantly, recognition of general scaling regularities simply identifies average trends across all species in a sample, and does not mean that changes in each branch of the phylogenetic tree necessarily exemplify them.
Pointing to a disease doesn't necessarily diminish stigma, as exemplified by attitudes toward Aids patients.
Necessarily, a property p is an individual essence iff (a) it is possible that p is exemplified; and (b) necessarily, if there is an x that exemplifies p, then (i) necessarily, if x exists, x exemplifies p and (ii) necessarily, if there is a y which exemplifies p, then x = y.
Importantly, Plantinga takes individual essences, like all properties, to exist necessarily, even if they are not exemplified.
We anticipate that any prediction set exemplified by the one produced in this study necessarily includes targets of other transcription factors in addition to false positives.
The formalism was exemplified by showing that completely polarized random light is necessarily 1D or 2D in character, while an evanescent wave generated by a partially polarized beam in total internal reflection is unambiguously a genuine 3D light field.
More exactly, a haecceity is a type of individual essence, i.e., a property P such that (i) P is possibly exemplified, (ii) necessarily, if an individual s exemplifies P, then s exemplifies P essentially and, moreover, (iii) necessarily, nothing other than s could exemplify P. (s exemplifies a property P essentially if it is not possible that s exist and fail to exemplify P).
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Since I tried Ludwig back in 2017, I have been constantly using it in both editing and translation. Ever since, I suggest it to my translators at ProSciEditing.

Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com