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Am 13.06.2024 um 16:28 schrieb WM:No.Le 13/06/2024 à 14:22, Jim Burns a écrit :Woanders hast Du geschrieben:there is noBut there are many after all definable natural numbers.
natural number after (≥) all natural numbers.
"ω cannot be connected by a FISON to zero. This however is required by my definition of /definable/."
Dann lass Dir gesagt sein, dass JEDE natürliche Zahl (per def) "is connected by a FISON to zero".
Tatsächlich SIND die natürlichen Zahlen (nach von Neumann) FISONSYes.
So, nein, there are NO natural numbers after all "definable" natural numbers (since ALL natural numbers are "definable").Define one natural number without successors.
Btw. Hast Du hier nicht "definable" mit "defined" verwechselt?There are defined numbers, a subcollection of definable numbers, a subcollection of all natural numbers.
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