Sentence examples for proposition is possible from inspiring English sources

He then argues (§3.2) that concretism can accommodate island universes simply by amending the standard analysis of possibility such that a proposition is possible if and only if it is true at some nonempty class of worlds.

I don't think that proposition is possible any longer," says the designer.

Intuitively, the notions of necessity and possibility are connected in the following way: to say that a proposition is necessary is to say that it is not possible for it to be false, and to say that a proposition is possible is to say that it is not necessarily false.

Among them areLp ⊃ LLp, Mp ⊃ LMp, and p ⊃ LMp.The first of these means that if a proposition is necessary, its being necessary is itself a necessary truth; the second means that if a proposition is possible, its being possible is a necessary truth; and the third means that if a proposition is true, then not merely is it possible but its being possible is a necessary truth.

A proposition is possible if and only if it is true at one of these worlds.

Maximally specific ways the world could have been are commonly called 'possible worlds.' The apparatus of possible worlds allows us to introduce a set of modal notions: a proposition is necessary just in case it is true in all possible worlds, a proposition is possible just in case it is true in some possible worlds, and it is contingent just in case it is true in some but not all possible worlds.

Those assenting neither to the proposition that knowledge of EI-type propositions is possible nor to the proposition that such knowledge is not possible can be called "Pyrrhonian Skeptics" after Pyrrho who lived between ca 365 ca 275 BCE.

Kant stated that the main purpose of his doctrine of transcendental idealism was to show how these synthetic a priori propositions are possible.

Obviously propositions are possible which contain no simple signs, i.e. no signs which have an immediate reference [Bedeutung].

Now recall that the vector λ, which is involved in all the above-stated relations, is the 'gluing' parameter determining the pair of auxiliary boundary value problems (4.1), (4.2) and (4.3), (4.4), for which a continuous join described by Proposition 4.3 is possible.

Scotus states that if it is assumed that, per impossibile, neither God nor the world exists and the proposition 'The world is possible' then existed, this proposition would be true.