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As a result of this distinction, nearly all textualists reject strict constructionism in this sense. Supreme Court justice Antonin Scalia, a major proponent of textualism, said that "no one ought to be" a strict constructionist, because the most literal interpretation meaning of a text can conflict with the commonly-understood or original ...
This sentence is semantically ambiguous. Specifically, it contains a scope ambiguity. This ambiguity cannot be resolved at surface structure, since someone, being within the verb phrase, must be lower in the structure than everyone. This case exemplifies the general fact that natural language is insufficiently specified for strict logical ...
On a sentence level, the principle claims that what remains if one removes the lexical parts of a meaningful sentence, are the rules of composition. The sentence "Socrates was a man", for example, becomes "S was a M" once the meaningful lexical items—"Socrates" and "man"—are taken away.
In logic, the logical form of a statement is a precisely-specified semantic version of that statement in a formal system.Informally, the logical form attempts to formalize a possibly ambiguous statement into a statement with a precise, unambiguous logical interpretation with respect to a formal system.
The strict reading of sentence 9) is that "Betsy loves her own dog". Application of Pro→BV then derives the sentence in 9.i): 9.i) [Betsy i loves her j (or x's) dog] Where her j is someone else or x's is anyone else's dog Complex example. 10) Betsy i loves her i dog and Sandy j does ∅ too where ∅ = loves her dog Strict reading
Many synthetic languages such as Latin, Greek, Persian, Romanian, Assyrian, Assamese, Russian, Turkish, Korean, Japanese, Finnish, Arabic and Basque have no strict word order; rather, the sentence structure is highly flexible and reflects the pragmatics of the utterance. However, also in languages of this kind there is usually a pragmatically ...
In model theory, the relation between a structure and a sentence where the structure makes the sentence true, according to the interpretation of the sentence's symbols in that structure. [261] satisfiability The property of a logical formula if there exists at least one interpretation under which the formula is true. schema
The plain meaning rule, also known as the literal rule, is one of three rules of statutory construction traditionally applied by English courts. [1] The other two are the "mischief rule" and the "golden rule". The plain meaning rule dictates that statutes are to be interpreted using the ordinary meaning of the language of the statute.