The branch of symbolic logic that deals with propositions containing predicates, names, and quantifiers.
- What you are saying is that, strictly speaking, a proof is valid if it is written out in predicate calculus and has the right structure according to the rules of logic.
- In this way, Bradley had a significant, if indirect, impact on predicate calculus.
- In the classical predicate calculus only conjunction, negation and the universal quantifier are needed.
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Line breaks: predi|cate cal¦cu|lus
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