Difference between revisions of "Syntax (logic)"

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In logic, syntax is anything having to do with formal languages or formal systems without regard to any interpretation or meaning given to them.

Description

Syntax is concerned with the rules used for constructing, or transforming the symbols and words of a language, as contrasted with the semantics of a language which is concerned with its meaning.

The symbols, formulas, systems, theorems, proofs, and interpretations expressed in formal languages are syntactic entities whose properties may be studied without regard to any meaning they may be given, and, in fact, need not be given any.

Syntax is usually associated with the rules (or grammar) governing the composition of texts in a formal language that constitute the well-formed formulas of a formal system. In computer science, the term syntax refers to the rules governing the composition of meaningful texts in a formal language, such as a programming language, that is, those texts for which it makes sense to define the semantics or meaning, or otherwise provide an interpretation.[2]

See also

• Logic
• Symbol
• Syntax (programming languages)

External links

• Syntax (logic) @ Wikipedia