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What does it mean to say that the truth of the proposition is determined independently of God's will?
If the validity of a philosophical proposition is determined by its systematic, logical connection to other propositions, then what determines the truth of the first principle, from which the system as a whole is generated or derived?
A teleological theory of content can be combinatorial, for it can maintain that the content of a representation that expresses a proposition is determined by the separate histories of the representations for the conceptual constituents of the proposition (and, perhaps, by the selection history of the syntactic rules that apply to their syntactic relations).
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The idea is that facts make true certain basic propositions, and the truth-value of the remaining, more complex propositions is determined by the basic truths and the particular content of these propositions.
Having done this for the one arbitrarily chosen pair A and B, the utilities of all other propositions are determined.
Informally, majority votes are taken on the premises, and the collective judgments on all other propositions are determined by logical implication.
These key chunking propositions were determined by the authors based on information from texts, databases, consultation with experts not participating in the study, and personal experience.
In general, it does not seem possible to solve the problem of future contingents in terms of three-valued semantics in a satisfactory manner if the logic is truth-functional, i.e., if the truth-value of any proposition used in the logic is determined by the truth-values of its parts.
For Cresswell, each sentence is associated with a set of worlds/intension, which Cresswell calls a proposition; and the truth or falsity of a sentence at a world is determined by what proposition it expresses.
Where the import of a proposition is given by connotation, truth or falsity is determined by denotation.
In the end, for a typical business, its overall success is determined by its Unique Value Proposition (USP).
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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