Definisi limit (ε, δ): Perbedaan antara revisi

This is not to say that the limiting definition was free of problems as, although it removed the need for infinitesimals, it did require the construction of the [[real number]]s by [[Richard Dedekind]].<ref>{{cite book|last1=Buckley|first1=Benjamin Lee|title=The continuity debate : Dedekind, Cantor, du Bois-Reymond and Peirce on continuity and infinitesimals|date=2012|isbn=9780983700487|pages=32–35}}</ref> This is also not to say that infinitesimals have no place in modern mathematics, as later mathematicians were able to rigorously create infinitesimal quantities as part of the [[hyperreal number]] or [[surreal number]] systems. Moreover, it is possible to rigorously develop calculus with these quantities and they have other mathematical uses.<ref>{{cite book|last1=Tao|first1=Terence|title=Structure and randomness : pages from year one of a mathematical blog|url=https://archive.org/details/structurerandomn00taot|date=2008|publisher=American Mathematical Society|location=Providence, R.I.|isbn=978-0-8218-4695-7|pages=95–110[https://archive.org/details/structurerandomn00taot/page/95 95]–110}}</ref>-->