MATHEMATICAL TRUTH WITHOUT REFERENCE.

According to a canonical argument for mathematical platonism, if we are to have a uniform semantics which covers both mathematical and non-mathematical language, then we must understand singular terms in mathematics as referring to objects and understand quantifiers as ranging over a domain of such...

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Bibliographic Details

Published in:	Problems / Problemos pp. 70 - 78
Main Author:	McCullough-Benner, Colin
Format:	Article
Published:	Vilnius University 2014 Supplement
Subjects:	Mathematical analysis Ontology Semantics Platonists Precept (Canon law) Compositionality (Linguistics)
Online Access:	View this record in EBSCOhost