Formal System

A formal system is an abstract framework for rigorously manipulating symbols according to defined rules. It includes a Formal Language, a set of Axioms, and inference rules for deriving theorems. These systems are foundational to mathematics, logic, and computer science.

See also

Linked from: A0a, Axiom, Completeness, Foundations Of Mathematics, Metatheory, Predicate Logic, Proof Theory, Symbolic Logic, Zfc
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