RAMSIFICATION AND SEMANTIC INDETERMINACY

Abstract Is it possible to maintain classical logic, stay close semantics, and yet accept that language might be semantically indeterminate? The article gives an affirmative answer by Ramsifying semantics , which yields a new semantic theory remains much closer than supervaluationism but at the same time avoids problematic presupposition of determinacy. resulting Ramsey is developed in detail, shown supply concept truth fully support rules metarules applied vague terms as well theoretical or open-ended from mathematics science. also demonstrates how diachronic synchronic interpretational continuity across languages compatible with indeterminacy.