Mathematical intuition is often regarded as a special form of perception whose objects are abstract entities. The thesis of this paper is that mathematical intuition is just ordinary perception and imagination of familiar objects. It is distinguished, However, By its mode of conceptualization, Which utilizes relatively few predicates and hence treats many distinct objects as indistinguishable.
CITATION STYLE
Linnebo, Ø. (2018). Mathematical Intuition. In Philosophy of Mathematics (pp. 116–125). Princeton University Press. https://doi.org/10.2307/j.ctt216687n.12
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