These are word's examples related to propositional. Click on any word to go to its word's detail page. Or, go to the definition of propositional.
A symptom can be True, False, or Unknown. It can be represented by a propositional formula.
Our interest is in formulae with very few propositional variables.
The propositional schema "x is a man" can be appropriately filled in by inserting a proper name, say "Jones".
Likewise, because a memory is declarative does not mean that it is symbolic or propositional.
Very little in the way of propositional knowledge must figure in the exercise of the practical capacity.
But how could obligation possibly follow from propositional knowledge alone?
But despite the fact that it is not itself a propositional attitude worship seems to be intimately related to propositional attitudes.
Given their propositional form, for example, "cheating is wrong," moral beliefs appear to make statements that could be true or false.
This relation, or its absence, can only meaningfully be ascribed to objects with propositional content, which explains why the truth value genus is a realm.
In between the extremes, symbols might have aspects that are either perceptual or propositional-linguistic in character.
The late talkers in this sample were also delayed in their ability to use propositional complements.
The children's mean length of utterance, total words uttered, lexical diversity, and use of propositional complements were assessed.
What is, however, the propositional attitude involved in utterances which declare facts as proven?
Each speaker's use of psychological state words and propositional complements was calculated as a percentage of total utterances (100).
Mastery of the structure of the rules is not something about which we (in general) possess propositional knowledge.
This calculus has a notion of type assignment that corresponds nicely to implicational propositional logic, in the framework of natural deduction.
The trick is to consider a continuation-based semantics of the propositional calculus.
We assume that the reader is familiar with the notation and basic notions of propositional logic.
