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In propositional logic we are accustomed to assign a truth-value to a given proposition and in so doing we think of the truth-value as pertaining to the proposition itself and not to the immanent psychological act that affirms the proposition's truth.
Truth-value, in logic, truth (T or 1) or falsity (F or 0) of a given proposition or statement.
But because citations and data don't always speak for themselves, consider adding some annotations to explain how cited pieces of evidence support the given proposition.
Readers seeking evidence for a given proposition won't have to wade through stage-setting, explanation, analysis, discussion, and review, which they may not need.
I call it a rack because I picture the series of propositions as series of hooks, and I picture the chain of evidence under a given proposition as a chain hanging from the hook.
It contrasts primarily with subjective probability, which refers to the degree of confidence that a rational agent should have in the truth of a given proposition (see probability theory).
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The function of an operator is to form a new proposition from one or more given propositions, called the arguments of the operator.
So, case by case, we will (at least often) be able to provide explanations why given propositions are true, and science is expanding the field of such explanations all the time.
You would assent to give propositions room, whatever your personal reservations, if the prose was good.
Now, we recall the following technical result given as Proposition 4 and Proposition 6 in [14].
The idea is to have a function, which given a proposition and a world yields a set of propositions instead of a single proposition.
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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