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standard semantics

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standard semantics - The standard interpretation of a term in some language yields the term's standard denotational semantics, i.e. its "meaning". This is usually given by a semantic function which maps a term in the abstract syntax to a point in some domain. The domain is the interpretation of the term's type. The semantic function also takes an environment - a function which maps the free variables of the term to their meaning. We say that a domain point "denotes", or "is the denotation of", a term. A non-standard semantics results from some other interpretation, e.g. an abstract interpretation.


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The use of prior material and standard semantics creates an illusion of effort.
Whether we adopt the substitutional or the standard approach to quantification in logical semantics, to get the truth table of a universally quantified conditional we must review all possible examples within the universe of discourse (substitutional semantics is generally attributed to Wittgenstein, 1922, though he later abandoned it; reviews of standard semantics can be found in Hodges, 1983; Martin, 1987).
The use of previous material and standard semantics can create an illusion of effort.
 
 
 
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