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Both sides previous revision Previous revision Next revision | Previous revision Next revision Both sides next revision | ||
first_infinite_von_neumann_ordinal [2015/10/26 21:04] nikolaj |
first_infinite_von_neumann_ordinal [2020/05/01 01:17] nikolaj |
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Line 7: | Line 7: | ||
| @#FFFDDD: for all | @#FFFDDD: $ m\in n $ | | | @#FFFDDD: for all | @#FFFDDD: $ m\in n $ | | ||
| @#55EE55: postulate | @#55EE55: $ m = \emptyset\ \lor\ \exists (k\in\omega_{\mathcal N}).\ m = {\mathrm{succ}}\ k $ | | | @#55EE55: postulate | @#55EE55: $ m = \emptyset\ \lor\ \exists (k\in\omega_{\mathcal N}).\ m = {\mathrm{succ}}\ k $ | | ||
+ | | @#FFFDDD: for all | @#FFFDDD: ... | | ||
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As is common, I'll also use the symbol $\mathbb N$ to denote the set theoretic object $\omega_{\mathcal N}$. | As is common, I'll also use the symbol $\mathbb N$ to denote the set theoretic object $\omega_{\mathcal N}$. | ||
- | {{Infinite_Jest.jpg?X700}} | + | {{Infinite_Jest.jpg?X700}} /* Nikolaj Kuntner 2015 */ |
=== Idea === | === Idea === |