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Single Idea 10901

[filed under theme 5. Theory of Logic / I. Semantics of Logic / 4. Satisfaction ]

Full Idea

A set of formulas of a first-order language is 'satisfiable' if there is a structure and a variable interpretation in that structure such that all the formulas of the set are true.

Gist of Idea

Some formulas are 'satisfiable' if there is a structure and interpretation that makes them true

Source

José L. Zalabardo (Introduction to the Theory of Logic [2000], §3.5)

Book Ref

Zalabardo,José L.: 'Introduction to the Theory of Logic' [Westview 2000], p.106