Re: The set of necessary FISONs

On 19.02.2025 19:36, FromTheRafters wrote:

WM has brought this to us :

Induction has been invented for infinite sets.

 Transfinite Induction has been...

No.
1) Induction covers all elements of an infinite inductive set.
F(1) ∈ F und F(n) ∈ F ==> F(n+1) ∈ F describes the infinite inductive set F of FISONs.
2) Subtraction all FISONs {1, 2, 3, ..., n} satisfying |ℕ \ {1, 2, 3, ..., n}| = ℵo from F leaves the empty set.
These two well-established arguments prove my case:
UF = ℕ  ==> Ø = ℕ.
Regards, WM