Non-classical analysis: Difference between revisions

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*[[Smooth infinitesimal analysis]], which is developed in a smooth topos.
 
[[Non-standard analysis]] and the calculus it involves, [[non-standard calculus]], are considered part of [[classical mathematics]] (i.e. The concept of [["hyperreal number"|hyperreals]] it uses, can be constructed in the framework of [[Zermelo-Fraenkel set theory]]).
 
==Notes==