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Doxastic: There is a world compatible with John's beliefs where it is raining.
= There is a world compatible with x's beliefs at a contextually salient past time in which p was true.
∃w"∈ DOXx,w,t: [p(w") = 1] = There is a world compatible with x's beliefs at a contextually salient past time in which p was true. b.
An inference could be yielded from 63a, which says that there would also be a world compatible with x's beliefs at a contextually salient past time in which ¬p was true; this thus leads to violation of the felicity condition in 63b.
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Ortega found this kind of reflection on the historical manner of being, and the life-world, compatible with his own notion of "historical reason" presented in History as a System.
The worlds compatible with my evidence include some where the weather is good and others where it is bad.
The idea is that $N w)$ contains the sets of worlds compatible with $w$, so that $\llbracket A\rrbracket \not \in N w)$ indicates that the proposition expressed by $A$ is incompatible with $w$.
Let us transpose this to the one-person case: I am talking to myself, i.e. thinking — considering whether if A, B. The context set is the set of worlds compatible with what I take for granted, i.e. the set of worlds not ruled out, i.e. the set of worlds which are epistemically possible for me.
for some arbitrary proposition A. The basic assumption is that any ascription of propositional attitudes like knowledge and belief, involves dividing the set of possible worlds in two: Those worlds compatible with the attitude in question and those that are incompatible with it.
It says that a counterfactual attitude like liah8-tsun2 would quantify over a set of doxastic worlds, and that liah8-tsun2 (p) expresses that all worlds compatible with the attitude holder x's beliefs are the worlds such that p is true at a contextually salient past time (i.e., the attitude holder had such belief in p before the utterance time, at which the speaker made the report).
In most countries around the world, MRI compatible cardiac devices should be available for use, although specific model availability would differ.
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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