sentential connective: meaning, definition, pronunciation and examples

Not exactly. In grammar, conjunctions (e.g., 'and', 'but') are a broader category used in everyday language. 'Sentential connective' is a precise term from formal logic for operators that combine propositions, focusing on their truth-functional properties.

In strict, classical logic, 'therefore' is often not considered a truth-functional sentential connective because it denotes inference rather than operating directly on truth values. It is typically classified as a discourse marker or inferential connective in more complex logical systems.

Sentential connectives (AND, OR, NOT, IMPLIES) are the fundamental operators of Boolean logic and propositional calculus, forming the basis of digital circuit design, programming logic, database querying, and artificial intelligence reasoning systems.

Classical propositional logic typically defines a small set of primary truth-functional connectives, often including negation (NOT), conjunction (AND), disjunction (OR), implication (IF...THEN), and sometimes equivalence (IF AND ONLY IF). Others can be derived from these.

A linguistic term for a word or phrase that joins sentences or clauses, establishing logical, temporal, or causal relationships between them.

Sentential connective is usually formal / technical in register.

Sentential connective: in British English it is pronounced /senˌten.ʃəl kəˈnek.tɪv/, and in American English it is pronounced /senˌten.tʃəl kəˈnek.tɪv/. Tap the audio buttons above to hear it.