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Actual infinity references on wikipedia
Actual_infinity
Actual infinity is the idea that numbers, or some other type of mathematical object, can form an actual, completed totality; namely, a set. Hence, in the philosophy of mathematics, the abstraction of actual infinity involves the acceptance of infinite entities, such as the set of all natural numbers or an arbitrary sequence of rational numbers, as given objects.
Actual infinity is the idea that numbers, or some other type of mathematical object, can form an actual, completed totality; namely, a set. Hence, in the philosophy of mathematics, the abstraction of actual infinity involves the acceptance of infinite entities, such as the set of all natural numbers or an arbitrary sequence of rational numbers, as given objects.
| Description | |||
 Arxiv.org | arXiv.org e-Print archive | ||
| Fh-augsburg.de | HSA : Startseite | ||
| Greektexts.com | Ancient Greek Online library | ||
| Princeton.edu | Princeton University - Welcome | ||
| Projecteuclid.org | Project Euclid - mathematics and statistics resources online | ||
| Sgipt.org | IP-GIPT | ||
| St-and.ac.uk | University of St Andrews - Scotland s first university, founded 1413 | ||
| Stanford.edu | Stanford University | ||
