Parsons’ Mathematical Intuition: a Brief Introduction
Parsons’ Mathematical Intuition: a Brief Introduction
Author(s): Iris MerkačSubject(s): Philosophy
Published by: KruZak
Keywords: mathematical intuition; non-eliminative structuralism; stroke string inscription; Dedekind-Peano axioms;
Summary/Abstract: The paper offers one of Parsons’ main themes in his book "Mathematical Thought and Its Objects" of 2008 (Cambridge University Press, New York): the role of intuition in our understanding of arithmetic. Our discussion does not cover all of the issues that have relevance for Parsons’ account of mathematical intuition, but we focus on the question: whether our knowledge that there is a model for arithmetic can reasonably be called intuitive. We focus on this question because we have some concerns about that.
Journal: Croatian Journal of Philosophy
- Issue Year: XIII/2013
- Issue No: 37
- Page Range: 99-107
- Page Count: 9
- Language: English
- Content File-PDF
