Exact(4)
Humans find fulfillment in God, the divine prototype, but God also first comes to the fulfillment of the divine essence in relation, in this case, with the human.
Since ⊨ and ⊢ express exactly the same relation in this case, model theorists often avoid the double use of ⊨ by using ⊢ for model-theoretic consequence.
The dispersion relation in this case (ε x = ε z = ε ⊥) is as follows: {K}^2kern1em =kern1em {varepsilon}_{perp}left(nu right)/left({varepsilon}_{perp}left(nu right)+1right).
It might be thought that this relation between O'Neal and Jordan can be reduced to properties of each: O'Neal has the property of being 7'2" tall, and Jordan has the property of being 6'6" tall, and the taller than relation in this case is reducible to their possession of these properties.
Similar(4)
The ({text{P}}bar{text{V}}{text{T}}) relations in this case are a very strong function of pore size.
The inferential relations in this case are modelled to some extent albeit inadequately, as noted earlier—by an operator such as hook.
While securitisation helped to actively reproduce the existing (perception of) hegemonic relations in this case, the relationship between securitisation and hegemony is context-dependent, and both hegemon and non-hegemon can use a securitisation strategy to their advantage.
Many factors may, however, influence this relation in the case of individual institutions.
Write better and faster with AI suggestions while staying true to your unique style.
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